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	<title>SIMTEC Silicone</title>
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		<title>Quality Planning &#8211; Evaluation of Risk in Validation</title>
		<link>http://www.simtec-silicone.com/quality-planning-evaluation-of-risk-in-validation/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=quality-planning-evaluation-of-risk-in-validation</link>
		<comments>http://www.simtec-silicone.com/quality-planning-evaluation-of-risk-in-validation/#comments</comments>
		<pubDate>Mon, 10 Dec 2012 14:00:01 +0000</pubDate>
		<dc:creator>SIMTEC</dc:creator>
				<category><![CDATA[Liquid Silicone Rubber]]></category>
		<category><![CDATA[Liquid Silicone Rubber Quality Assurance]]></category>
		<category><![CDATA[LSR]]></category>
		<category><![CDATA[LSR applications]]></category>
		<category><![CDATA[LSR parts]]></category>
		<category><![CDATA[simtec]]></category>

		<guid isPermaLink="false">http://www.simtec-silicone.com/?p=1435</guid>
		<description><![CDATA[The concept of evaluating risk is common to quality systems; however, the approach to this can vary significantly depending on the industry served. Without a comprehensive understanding of all the risks in the supply chain, the resulting controls put in &#8230; <a href="http://www.simtec-silicone.com/quality-planning-evaluation-of-risk-in-validation/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>The concept of evaluating risk is common to quality systems; however, the approach to this can vary significantly depending on the industry served. Without a comprehensive understanding of all the risks in the supply chain, the resulting controls put in place will not be adequate.</p>
<p>The Production Part Approval Process (PPAP) approach has its roots in the automotive marketplace.  This general approach has been adopted by many companies in the industrial and consumer goods markets.  Meanwhile many medical device manufacturers are more apt to use the installation qualification, operational qualification, performa­nce qualification (IQ-OQ-PQ) methodologies.  These two methodologies overlap significantly in their approach, but each methodology has different strengths. As a manufacturer of parts to both industries, at SIMTEC we believe each has its advantages depending on the application.</p>
<p>A temptation would be to combine the multiple systems into one comprehensive risk management methodology; however, an additional key input is the consideration of value added (i.e. cost).  Doing more than is necessary can significantly add to the timeline and cost of development of a product, so a blanket approach will have negative timeline and cost elements. The preferred approach is a targeted combination based on experience from multiple sources in the supply chain.</p>
<p>Regardless of which approach a company uses, in the evaluation of risk, there is no substitute for experience.  When available, the most common input for risk analysis is similar products or applications.  The effectiveness of this methodology can be markedly improved by involving the whole supply chain. The best approach to gathering experience is to get input from all parties in the supply chain (e.g. material suppliers, contractors, manufacturers, packagers, consumers, etc.) Each will have unique insight as to what variation is in their process and what can go wrong. Unfortunately, this integrated approach for the development of a risk management strategy is too often skipped.</p>
<p>A more typical scenario of risk analysis for companies that use the PPAP methodology is when the part designer identifies “critical” dimensions and properties on a print. The part manufacturer has a standard Process Failure Mode Effect Analysis (PFMEA) used for the manufacture of similar products. One lot of raw material will be used in the manufacture of pilot/PPAP parts. In some cases, the disconnect may be even more severe if the manufacturer of the part does not know how the part is used or understand the interactions between the part and other parts in an assembly. This can all lead to an inadequate risk analysis strategy. This can all be done using boiler plate PPAP templates that meet the requirements of the standard.</p>
<p>The IQ-OQ-PQ methodology is likely to be more comprehensive by design and one of the reasons for this is the protocol requirement. This requires the initiator to develop a specific plan for the validation of the product for all three stages individually. The installation qualification (IQ) verifies that equipment was installed correctly and functions as intended. The operation qualification (OQ) verifies that the product meets the requirements at defined process limits.  The performance qualification (PQ) verifies that the product is capable of meeting the requirements over time.  The protocol typically requires review and approval by all involved parties. This customization can help the process be more effective.</p>
<p>The OQ stage is an important step, and it is a fundamental difference between the two methodologies in regards to part performance. This step generally requires parts to be produced at “high” and “low” process limits and the evaluation of the product at those limits. This can uncover unpredicted product variation and evaluate the significance of this variation.  On the other hand, this step can add significant cost and time to the product realization process, and should therefore be avoided for non-critical parts.</p>
<p>The PPAP equivalent of the OQ step is the identification of “critical dimensions” on the print. This likely means that the part designer has some intimate knowledge, or has made some assumptions, of what is thought to be critical to the part and/or what must be controlled in production. However, the major difference between these two approaches is that these assumptions are not tested at the process limits. So, the OQ process can be an important enhancement to risk analysis in evaluating a critical part.</p>
<p>Whereas the O<a href="http://www.simtec-silicone.com/wp-content/uploads/2012/12/Capture.png"><img class="alignright size-full wp-image-1436" title="SIMTEC custom CMM fixture" src="http://www.simtec-silicone.com/wp-content/uploads/2012/12/Capture.png" alt="" width="414" height="407" /></a>Q process is not present in the PPAP methodology, the Gage Repeatability &amp; Reproducibility (R&amp;R) process within a PPAP package is a strength and is not covered in the IQ-OQ-PQ process. A Gage R&amp;R is a verification of the measurement system. It quantifies the variation caused by the measurement system and personnel in order to determine if the measurement system is capable of detecting a change in the product.  The gage R&amp;R will tell how sensitive a measurement system is to changes and will determine if improvements are needed.  Control limits can be set that consider the variation in the measurement system.</p>
<p>Neither of these two methodologies have a specific requirement to consider different lots of material, although this is more common by practice in the medical device and pharma industries. This can be an important step when material variation is expected to have an impact on the end product. In validations where material variation is evaluated, it is typical to use 3 lots of raw material. Ideally, although difficult to get in many cases, raw materials that cover a specification range would be used.</p>
<p>In the end, no matter which industry a customer is in, a customized validation strategy with input from the customer, the manufacturer, and raw material supplier, will result in a better understanding of risk and ensure that proper controls are put in place to minimize that risk.</p>
<p>All of the parts we produce are critical parts with tight tolerances used in demanding applications. In addition, LSR 2-shot parts always require tight tolerances and process controls to ensure specifications are met. SIMTEC is well positioned to work with customers in order to customize a validation strategy that utilizes appropriate methods for your critical application. With input from our highly qualified team members with significant design, tooling, engineering, production, and quality experience, we can help develop an effective validation strategy to ensure success, not only for the launch of the product, but also for the life of the program.</p>
<p>© SIMTEC Silicone Parts, LLC</p>
<p><em>The information provided herein is to the best of our knowledge and it is believed accurate and reliable as of the date compiled. No representation, warranty or guarantee expressed or implied, is made as to the accuracy, reliability or completeness of the information provided herein. It is the user’s responsibility to determine the suitability and completeness of such information for the intended use. We do not accept liability for any loss or damage that may occur from the use of this information. Nothing herein shall be construed as a recommendation for uses which infringe valid patents or as extending a license under valid patents.</em></p>
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		<title>Open Nozzle System or Valve Gate?</title>
		<link>http://www.simtec-silicone.com/open-nozzle-system-or-valve-gate-2/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=open-nozzle-system-or-valve-gate-2</link>
		<comments>http://www.simtec-silicone.com/open-nozzle-system-or-valve-gate-2/#comments</comments>
		<pubDate>Thu, 01 Nov 2012 20:11:55 +0000</pubDate>
		<dc:creator>SIMTEC</dc:creator>
				<category><![CDATA[Liquid Silicone Rubber]]></category>
		<category><![CDATA[Liquid Silicone Rubber Processing]]></category>
		<category><![CDATA[directly gated components]]></category>
		<category><![CDATA[high cavitation molds]]></category>
		<category><![CDATA[injection molding]]></category>
		<category><![CDATA[liquid silicone rubber]]></category>
		<category><![CDATA[LSR]]></category>
		<category><![CDATA[multi-cavity molds]]></category>
		<category><![CDATA[no sprue]]></category>
		<category><![CDATA[open nozzle system]]></category>
		<category><![CDATA[valve gate]]></category>

		<guid isPermaLink="false">http://www.simtec-silicone.com/?p=1393</guid>
		<description><![CDATA[Choosing the right injection technology for LSR molding is key to a successful part, especially in the case of directly gated components (no sprue).  The two most popular systems involve open nozzle systems and valve gates. For larger parts (weighing &#8230; <a href="http://www.simtec-silicone.com/open-nozzle-system-or-valve-gate-2/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Choosing the right injection technology for LSR molding is key to a successful part, especially in the case of directly gated components (no sprue).  The two most popular systems involve open nozzle systems and valve gates.</p>
<p>For larger parts (weighing 200 grams or more), a valve gate system offers the advantage of a clean gate area. For open nozzle systems, the gate location is visible at roughly 0.7 mm in diameter and 0.5 mm in height.  Although on smaller parts, the gate size could be closer to 0.25 mm and 0.3 mm for open nozzle systems.</p>
<p>With high cavitation molds (16 cavities or more) the valve gates tend to have greater imbalance during the injection process due to the friction of the many moving parts. Maintenance on high cavitation molds that use the valve gate technology can be very time-consuming whereas open nozzle systems are seen as virtually maintenance free.  But, depending on the application, the open nozzle inserts may need to be reworked after roughly 1-2 million shots.</p>
<p>On any multi-cavity LSR mold, filling imbalances result in short shots or excessive flashing which can be controlled with adjustments to the hold-pressure times for instance. A significant difference between these two gating technologies occurs while the LSR is vulcanizing in the mold. For instance, on an open nozzle system allows the material to flow back into the cold runner during vulcanization when the LSR expands, acting as an equalizer.  Since the valve gate has to be closed before the LSR solidifies, any filling imbalances cannot be corrected after the needle is closed.</p>
<p>Molding paper-thin silicone membranes can be a challenge for any gating system and are often molded with sprues/ sub runners due to pin holes, wrinkles, and other surface defects. All LSR gating systems except UV curing systems have a thermal transition area between the hot cavity and the cold nozzle or valve gate body. Fig. 1 shows a valve gate system that has the potential of harboring vulcanized particles in the thermal transition area.  These then may dislodge on the next shot and become trapped in the thin areas of the part; creating pinholes. Alternatively, on open nozzle systems (see Fig. 2) the particles in the thermal transition area will remain attached to the parts themselves.  This prevents any vulcanized particles from entering the cavity and creating pinholes or other surface defects.</p>
<p>SIMTEC uses both systems in full-scale production runs and can assist with selecting the gating system that is right for your application.</p>
<p style="text-align: center;"><img class="aligncenter" title="Valve Gate vs. Open Nozzle System" 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" alt="" width="696" height="348" /></p>
<p>&nbsp;</p>
<p>© SIMTEC Silicone Parts, LLC</p>
<p><em>The information provided herein is to the best of our knowledge and it is believed accurate and reliable as of the date compiled. No representation, warranty or guarantee expressed or implied, is made as to the accuracy, reliability or completeness of the information provided herein. It is the user&#8217;s responsibility to determine the suitability and completeness of such information for the intended use. We do not accept liability for any loss or damage that may occur from the use of this information. Nothing herein shall be construed as a recommendation for uses which infringe valid patents or as extending a license under valid patents.</em></p>
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		</item>
		<item>
		<title>Efficient LSR 2-Shot Insert Molding</title>
		<link>http://www.simtec-silicone.com/efficient-lsr-2-shot-insert-molding/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=efficient-lsr-2-shot-insert-molding</link>
		<comments>http://www.simtec-silicone.com/efficient-lsr-2-shot-insert-molding/#comments</comments>
		<pubDate>Wed, 17 Oct 2012 15:58:21 +0000</pubDate>
		<dc:creator>SIMTEC</dc:creator>
				<category><![CDATA[Liquid Silicone Rubber]]></category>
		<category><![CDATA[Liquid Silicone Rubber Processing]]></category>
		<category><![CDATA[Thermoplastics Properties]]></category>
		<category><![CDATA[gasket]]></category>
		<category><![CDATA[illuminated button pad]]></category>
		<category><![CDATA[insert molding]]></category>
		<category><![CDATA[LIM]]></category>
		<category><![CDATA[LSR 2-Shot]]></category>
		<category><![CDATA[overmolding]]></category>
		<category><![CDATA[PC]]></category>
		<category><![CDATA[PC housing]]></category>
		<category><![CDATA[plastic housings]]></category>
		<category><![CDATA[soft-touch]]></category>
		<category><![CDATA[touch-pad]]></category>

		<guid isPermaLink="false">http://www.simtec-silicone.com/?p=1229</guid>
		<description><![CDATA[Modern LSR injection molding manufacturing reflects innovation and efficiency that are the results of decades of experience. Today, incredible cost-efficiency can be achieved without sacrificing time or quality, so long as one employs appropriate materials, selects a fitting manufacturing process &#8230; <a href="http://www.simtec-silicone.com/efficient-lsr-2-shot-insert-molding/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;">Modern LSR injection molding manufacturing reflects innovation and efficiency that are the results of decades of experience. Today, incredible cost-efficiency can be achieved without sacrificing time or quality, so long as one employs appropriate materials, selects a fitting manufacturing process and sets high standards.</p>
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" alt="insert molding, insert injection molded, LIM, LSR over PC housing with steel threaded-inserts stability gasket button pad, illuminated button pad, soft-touch button pad, button on housing" width="263" height="219" /><p class="wp-caption-text">Fig 1: Injection Molded LSR Over a PC Housing with Steel, Threaded Inserts</p></div>
<p style="text-align: justify;">One advancement in manufacturing technology that has greatly improved the possibilities for high-efficiency and cost-savings is <a title="LSR 2-Shot" href="http://www.simtec-silicone.com/capabilities/lsr2-shot/">LSR 2-Shot</a> molding. SIMTEC is a pioneer in the emerging field of Liquid Silicone Rubber (LSR) 2-Shot injection molding and has a remarkable record of customer satisfaction, efficiency and insight which allows us to improve upon engineering and part design in ways that only a qualified team, such as SIMTEC’s can!</p>
<p style="text-align: justify;">LSR 2-Shot injection molding is a fantastic technology that bring several benefits. It not only combines LSR and a thermoplastic together, but is a flexible method which can be engineered to incorporate additional materials. One example, seen in Figure 1, is a housing made out of a self-adhesive LSR and steel threaded insert within a polycarbonate (PC) housing. The self-adhesive LSR functions as: (1) a soft-touch illuminated button pad, (2) a gasket and, (3) protection for the PC housing to which it adheres. The housing was designed to provide a sturdy frame which also securely holds the threaded insert. Integrating these three functions into one component drives down not only the initial investment by only requiring one opposed to four tools, but also lowers inspection and other quality assessment costs. <em>  </em></p>
<p style="text-align: justify;">Steel inserts, pins or terminals are incorporated within the initial manufacturing steps in insert molding. Material compatibility is determined before production. The finished housing, pictured below, does not require additional finishing or manual labor (such as flash or tail removal). Depending on tooling design, components are completed in seconds with SIMTEC’s LSR 2-Shot expertise!</p>
<p><strong>At SIMTEC Silicone Parts, a leading company in manufacturing high precision parts and components, we are exclusively focused and specialized in the production of LSR and 2-Shot (LSR/Thermoplastic) components.</strong></p>
<p>© SIMTEC Silicone Parts, LLC</p>
<p><em><em>The information provided herein is to the best of our knowledge and it is believed accurate and reliable as of the date compiled.</em> No representation, warranty or guarantee expressed or implied, is made as to the accuracy, reliability or completeness of the information provided herein. It is the user’s responsibility to determine the suitability and completeness of such information for the intended use. We do not accept liability for any loss or damage that may occur from the use of this information. Nothing herein shall be construed as a recommendation for uses which infringe valid patents or as extending a license under valid patents.</em></p>
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		<title>Multi-Station Molds: Transfer Molds</title>
		<link>http://www.simtec-silicone.com/transfer-molds/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=transfer-molds</link>
		<comments>http://www.simtec-silicone.com/transfer-molds/#comments</comments>
		<pubDate>Tue, 17 Jul 2012 15:53:06 +0000</pubDate>
		<dc:creator>SIMTEC</dc:creator>
				<category><![CDATA[Liquid Silicone Rubber Processing]]></category>
		<category><![CDATA[injection molding]]></category>
		<category><![CDATA[liquid silicone rubber]]></category>
		<category><![CDATA[processing]]></category>
		<category><![CDATA[two shot]]></category>
		<category><![CDATA[two shot injection molding]]></category>
		<category><![CDATA[two shot LSR]]></category>
		<category><![CDATA[two shot molding]]></category>

		<guid isPermaLink="false">http://www.simtec-silicone.com/?p=1139</guid>
		<description><![CDATA[For 2-Shot injection molding, a multi-shot mold is needed. There are several types of multi-shot molding available, such as over-molds, core-back, and multi-station molds. The right mold selection depends on part geometry, volume, quality, and molder capacity/capability. In a transfer &#8230; <a href="http://www.simtec-silicone.com/transfer-molds/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>For <a title="Two Shot LSR Expertise and Experience" href="http://www.simtec-silicone.com/two-shot-lsr-expertise-and-experience/">2-Shot injection molding,</a> a multi-shot mold is needed. There are several types of multi-shot molding available, such as over-molds, core-back, and multi-station molds. The right mold selection depends on part geometry, volume, quality, and molder capacity/capability. In a transfer injection process, a plastic insert is molded in one cavity and then transferred to a different cavity to be over-molded by the second polymer filling. The cavity of the second shot is defined by the surfaces of the insert as well as the tool. The two materials can be mechanically, thermally, or chemically bound together, or bound by a combination of those processes. The mold requires insulation between the heated LSR and cooled thermoplastic cavities due to the respective processing temperature of each. Normally the insert is transferred from a lower to an upper part of the mold or vice versa. The transferring process can be done manually or it can be achieved automatically by robots. With automated transferring, the cycle time is decreased while placement precision is increased. The use of a robot system is recommended when other functionalities like automatic trimming, quality control, etc. are needed.</p>
<p><a href="http://www.simtec-silicone.com/wp-content/uploads/2012/07/transfer-mold.png"><img class="aligncenter  wp-image-1140" title="transfer mold" src="http://www.simtec-silicone.com/wp-content/uploads/2012/07/transfer-mold.png" alt="" width="812" height="288" /></a>Fig. 1: Multi-Station Rotational Mold</p>
<p>In addition, over-molding allows the LSR to be injected directly to critical function zones on the part. The reduction in material used for the part increases the cost effectiveness of the part and decreases cycle time. The process also eliminates the additional assembly that may have been required.</p>
<p>Following the trend of this emerging technology and assuring its position as leader in the two shot LSR injection molding industry, SIMTEC Silicone Parts added two additional 250 ton machines in the first half of 2011.</p>
<p>Another multi-station injection mold is a rotating mold. <a title="Multi-Station Molds: Rotational Molds" href="http://www.simtec-silicone.com/rotational-molds/">Find out more about rotating mold presses!</a></p>
<p>Additional information can be found in our &#8220;<a title="Tech Info" href="http://www.simtec-silicone.com/tech-info/">Tech Info</a>&#8221; section.</p>
<p>[1] Schmachtenberg, E. and Johannaber, F., 2007, “Montagespritzgießen &#8211; Verfahrensprinzipien und Definition,” Technical Conference Montagespritzgießen, Institute of Polymer Technology, Erlangen, Germany, p. 1-18</p>
<p>[2] Schmachtenberg, E., Schuck, M., and Kuehnert, I., 2007, “Forming and Assembly in One Process,” Kunststoffe International, p. 8-13</p>
<p>[3] Kazmer, D.O., 2007, Injection Mold Design Engineering, Hanser Publishers, Munich</p>
<p><strong>At SIMTEC Silicone Parts, a leading company in manufacturing high precision parts and components, we are exclusively focused and specialized in the production of LSR and 2-Shot (LSR/Thermoplastic) components.</strong></p>
<p>© SIMTEC Silicone Parts, LLC</p>
<p><em><em>The information provided herein is to the best of our knowledge and it is believed accurate and reliable as of the date compiled.</em> No representation, warranty or guarantee expressed or implied, is made as to the accuracy, reliability or completeness of the information provided herein. It is the user’s responsibility to determine the suitability and completeness of such information for the intended use. We do not accept liability for any loss or damage that may occur from the use of this information. Nothing herein shall be construed as a recommendation for uses which infringe valid patents or as extending a license under valid patents.</em></p>
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		<title>Multi-Station Molds: Rotational Molds</title>
		<link>http://www.simtec-silicone.com/rotational-molds/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=rotational-molds</link>
		<comments>http://www.simtec-silicone.com/rotational-molds/#comments</comments>
		<pubDate>Tue, 10 Jul 2012 18:51:52 +0000</pubDate>
		<dc:creator>SIMTEC</dc:creator>
				<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[injection molding]]></category>
		<category><![CDATA[liquid silicone rubber]]></category>
		<category><![CDATA[processing]]></category>
		<category><![CDATA[two shot]]></category>
		<category><![CDATA[two shot injection molding]]></category>
		<category><![CDATA[two shot LSR]]></category>
		<category><![CDATA[two shot molding]]></category>

		<guid isPermaLink="false">http://www.simtec-silicone.com/?p=1117</guid>
		<description><![CDATA[In 2-Shot injection molding, a polymer is injected over a molded plastic insert to combine the best features of different materials while reducing or eliminating additional assembly operations. This reduction or elimination of post-processing steps is one of the biggest &#8230; <a href="http://www.simtec-silicone.com/rotational-molds/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>In <a title="Two Shot LSR Expertise and Experience" href="http://www.simtec-silicone.com/two-shot-lsr-expertise-and-experience/">2-Shot injection molding</a>, a polymer is injected over a molded plastic insert to combine the best features of different materials while reducing or eliminating additional assembly operations. This reduction or elimination of post-processing steps is one of the biggest economical advantages of the 2-Shot injection molding process. For this kind of molding, a multi-shot mold is needed. There are several types of multi-shot molding available, such as over-molds, core-back, and multi-station molds.,The right mold selection depends on part geometry, volume, quality, and molder capacity/capability.</p>
<p>One method of multi-component injection molding employs a rotating mold and multiple injection units. Once the insert is molded, a hydraulic or electric servo drive rotates the core and the part by 180 degrees (or 120 degrees for a three-shot part), allowing alternating polymers to be injected.</p>
<p><a href="http://www.simtec-silicone.com/wp-content/uploads/2012/07/rotational-mold.png"><img class="aligncenter size-full wp-image-1118" title="Rotational Mold : 2-Shot Molds" src="http://www.simtec-silicone.com/wp-content/uploads/2012/07/rotational-mold.png" alt="" width="692" height="253" /></a></p>
<p>Fig. 1: Multi-Station Rotational Mold</p>
<p>When compared to other methods, such as insert overmolding, this is the fastest and most common method because two or more parts can be molded in every cycle. However, this is also presents a challenge, as the manufacturer has to fine-tune the process precisely in order to reach the perfect degree of cure in the LSR and still have a short cooling time in the thermoplastic component. Another advantage of this process is the possibility of more complex part geometries than that with the core-back technology, while the general design of the mold remains simpler.</p>
<p>As the 2-Shot molding allows the insertion of the LSR exactly where its function is needed, the production is very cost-effective. Following the trend of this emerging technology and assuring its position as leader in the 2-Shot LSR injection molding industry, SIMTEC Silicone Parts added two additional 250 ton machines in the first half of 2011.</p>
<p>Another multi-station injection mold is a transfer mold. <a title="Find out more about transfer mold presses!" href="http://www.simtec-silicone.com/transfer-molds/">Find out more about transfer mold presses!</a></p>
<p>Additional information can be found in our &#8220;<a title="Tech Info" href="http://www.simtec-silicone.com/tech-info/">Tech Info&#8221;</a> section.</p>
<p>[1] Schmachtenberg, E., and Johannaber, F.,2007, “Verfahrensprinzipien und Definition,” Technical Conference Montagespritzgießen, Institute of Polymer Technology, Erlangen, Germany, p. 1-18.</p>
<p>[2] Schmachtenberg, E., Schuck, M., and Kuehnert, I.(2007), “Forming and Assembly in One Process” Kunststoffe International, p. 8-13.</p>
<p>[3] Kazmer, D.O.,2007, Injection Mold Design Engineering, Hanser Publishers, Munich.</p>
<p>&nbsp;</p>
<p><strong>At SIMTEC Silicone Parts, a leading company in manufacturing high precision parts and components, we are exclusively focused and specialized in the production of LSR and 2-Shot (LSR/Thermoplastic) components.</strong></p>
<p>© SIMTEC Silicone Parts, LLC</p>
<p><em><em>The information provided herein is to the best of our knowledge and it is believed accurate and reliable as of the date compiled.</em> No representation, warranty or guarantee expressed or implied, is made as to the accuracy, reliability or completeness of the information provided herein. It is the user’s responsibility to determine the suitability and completeness of such information for the intended use. We do not accept liability for any loss or damage that may occur from the use of this information. Nothing herein shall be construed as a recommendation for uses which infringe valid patents or as extending a license under valid patents.</em></p>
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		<title>Vulcanization of LSR in the Injection Molding Process</title>
		<link>http://www.simtec-silicone.com/vulcaniztion-of-lsr/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=vulcaniztion-of-lsr</link>
		<comments>http://www.simtec-silicone.com/vulcaniztion-of-lsr/#comments</comments>
		<pubDate>Tue, 03 Jul 2012 14:05:02 +0000</pubDate>
		<dc:creator>SIMTEC</dc:creator>
				<category><![CDATA[Liquid Silicone Rubber]]></category>
		<category><![CDATA[Liquid Silicone Rubber Processing]]></category>
		<category><![CDATA[processing]]></category>
		<category><![CDATA[vulcanization]]></category>

		<guid isPermaLink="false">http://www.simtec-silicone.com/?p=1092</guid>
		<description><![CDATA[For design and processing of Liquid Silicone Rubber (LSR) parts, the curing and respective flow behavior must be known. The two components begin to cure immediately after mixing. During curing the chemical bonds formed release heat which causes a temperature &#8230; <a href="http://www.simtec-silicone.com/vulcaniztion-of-lsr/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>For design and processing of Liquid Silicone Rubber (LSR) parts, the curing and respective flow behavior must be known. The two components begin to cure immediately after mixing. During curing the chemical bonds formed release heat which causes a temperature rise. Increasing the temperature of the resin decreases the viscosity, allowing better mold flow and exhaustion of air bubbles.   Even though the temperature continues to rise the viscosity begins to increase because additional curing forms higher molecular weight polymers.  As soon as the gel point is reached the resin looses its ability to flow. The viscosity or temperature limit is reached. An infinite network forms at this limit and is called the pot life on the time scale.  Although the curing reaction continues, the cross-linking is hindered by the increased viscosity which decreases the diffusion rate. The chemical conversion at which the gel point is achieved is varying depending on the molecular structure of the resin.</p>
<div id="attachment_1093" class="wp-caption aligncenter" style="width: 359px"><a href="http://www.simtec-silicone.com/wp-content/uploads/2012/07/vulcanization-of-LSR-time-viscocity-tempearture.jpg"><img class="size-full wp-image-1093" title="Vulcanization of LSR" src="http://www.simtec-silicone.com/wp-content/uploads/2012/07/vulcanization-of-LSR-time-viscocity-tempearture.jpg" alt="" width="349" height="223" /></a><p class="wp-caption-text">The relationship between viscocity and temperature over time coorelates to the gel point and pot life of liquid silicone rubber (LSR), as is charted above.</p></div>
<p>In injection molding the curing is delayed while it flows through the cooled barrel.  The viscosity decreases in the barrel due to shearing of the material and viscous dissipation. As soon as the material is injected, the viscosity increases because of the exothermic reaction and increased mobility of the resin in the heated mold. The drop in viscosity due to temperature increase is overshadowed by the increase of viscosity due to cross-linking. The curing process becomes the driving factor until the gel-solid transition is reached. After the gel-solid state is reached, viscosity stays on a constant high level.</p>
<p>&nbsp;</p>
<p>[1] Osswald, T. A.; Baur, E.; Brinkmann, S.; Oberbach, K.; Schmachtenberg, E.: International Plastics Handbook; 4<sup>th</sup> edition, Hanser Gardner Publications, Cincinnati, 2006</p>
<p>[2] Lopez, L.: Modeling the Vulcanization of Liquid Silicone Rubber; Master Thesis, University of Wisconsin-Madison, 2004</p>
<p>&nbsp;</p>
<p><strong>At SIMTEC Silicone Parts, a leading company in manufacturing high precision parts and components, we are exclusively focused and specialized in the production of LSR and 2-Shot (LSR/Thermoplastic) components.</strong></p>
<p>© SIMTEC Silicone Parts, LLC</p>
<p><em><em>The information provided herein is to the best of our knowledge and it is believed accurate and reliable as of the date compiled.</em> No representation, warranty or guarantee expressed or implied, is made as to the accuracy, reliability or completeness of the information provided herein. It is the user’s responsibility to determine the suitability and completeness of such information for the intended use. We do not accept liability for any loss or damage that may occur from the use of this information. Nothing herein shall be construed as a recommendation for uses which infringe valid patents or as extending a license under valid patents.</em></p>
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		<title>Glossary</title>
		<link>http://www.simtec-silicone.com/glossary-2/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=glossary-2</link>
		<comments>http://www.simtec-silicone.com/glossary-2/#comments</comments>
		<pubDate>Tue, 26 Jun 2012 18:39:13 +0000</pubDate>
		<dc:creator>SIMTEC</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://www.simtec-silicone.com/?p=1073</guid>
		<description><![CDATA[Abrasion: the process of scraping or wearing away. Abrasion Resistance: the ability of a material to resist mechanical wear; an attribute of Liquid Silicone Rubber (LSR). Absorption: the uptake of a substance. Accelerator: a chemical that speeds the vulcanization of &#8230; <a href="http://www.simtec-silicone.com/glossary-2/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><strong>Abrasion</strong>: the process of scraping or wearing away.</p>
<p><strong>Abrasion Resistance</strong>: the ability of a material to resist mechanical wear; an attribute of <a href="http://www.simtec-silicone.com/glossary-2/#lsr1">Liquid Silicone Rubber (LSR).</a></p>
<p><strong>Absorption</strong>: the uptake of a substance.<a name="adh1"></a></p>
<p><strong>Accelerator</strong>: a chemical that speeds the <a href="http://www.simtec-silicone.com/glossary-2/#vulc1">vulcanization</a> of an <a href="http://www.simtec-silicone.com/glossary-2/#elas1">elastomer</a>, so that it takes place in a shorter period of time or at a lower temperature.</p>
<p><strong>Adhesion</strong>: the action or process of binding to a surface or object; for <a href="http://www.simtec-silicone.com/glossary-2/#lsr1">LSR</a>, the tendency to stick to a contact surface, resulting from chemical or physical interlocking.</p>
<p><strong>After Cure</strong>: the uncontrolled continuation of <a href="http://www.simtec-silicone.com/glossary-2/#vulc1">vulcanization</a> after the desired <a href="http://www.simtec-silicone.com/glossary-2/#cure1">cure</a> is effected and after removal of the heat source; note: not the same as <a href="http://www.simtec-silicone.com/glossary-2/#pcure1">Post Cure</a>.</p>
<p><strong>Aging</strong>: the change of the characteristics of <a href="http://www.simtec-silicone.com/glossary-2/#lsr1">LSR</a> or other materials after exposure to light or heat.</p>
<p><strong>Ambient Temperature</strong>: the surrounding temperature relative to the given point of application.</p>
<p><strong>American Society of Testing Materials (ASTM)</strong>: an international standards organization which evaluates and publishes standards for materials and processes.</p>
<p><strong>Assembly Injection Molding</strong>: see <a href="http://www.simtec-silicone.com/glossary-2/#2shot">Two Shot Injection Molding</a>.</p>
<p><strong>Autoclave</strong>: a strong, heated container used for chemical reactions and other processes involving high pressures and temperatures.</p>
<p><strong>Backrind</strong>: the distortion at the <a href="http://www.simtec-silicone.com/glossary-2/#part1">parting line</a>, usually in the form of a ragged indentation.</p>
<p><strong>Bake-Out</strong>: the process whereby a vacuum system is heated for a given time at a predetermined temperature to de-gas components such as gauges, fittings, valves, seals, etc.</p>
<p><strong>Batch</strong>: a quantity or consignment of goods produced at one time.</p>
<p><strong>Blister</strong>: a raised spot or bubble on a material’s surface, or a separation between layers, usually forming a void or air-filled pocket in the <a href="http://www.simtec-silicone.com/glossary-2/#vulc1">vulcanized</a> article.</p>
<p><strong>Bloom</strong>: a dusty or milky-looking deposit caused by migration of a liquid or solid to the surface; may occur after <a href="http://www.simtec-silicone.com/glossary-2/#cure1">curing</a> when excess additives are blended within the rubber; also known as bleeding.</p>
<p><strong>Break-Out</strong>: the amount of frictional force required to start a body in motion over a surface.</p>
<p><strong>Bundesinstitut für Gesundheitlichen Verbraucherschutz und Veterinärmedizin (BgVV)</strong>: German Federal Institute for Consumer Health Protection and Veterinary Medicine; in 2002, the BgVV dissolved into two entities: the Bundesinstitut für Risikobewertung (BfR) and the Bundesamt für Verbraucherschutz und Lebensmittelsicherheit (BVL).</p>
<p><strong>Bundesinstitut für Risikobewertung (BfR)</strong>: German Federal Institute for Risk Assessment; the scientific agency responsible for assessing the safety of food, feed, substances, and products.</p>
<p><strong>Bundesamt für Verbraucherschutz und Lebensmittelsicherheit (BVL)</strong>: German Federal Office of Consumer Protection and Food Safety; like the <a href="http://www.simtec-silicone.com/glossary-2/#fda1">FDA</a> in the US, the BVL makes recommendations applicable for medical and food applications.<a name="cav1"></a></p>
<p><strong>Catalyst</strong>: the chemical that triggers or accelerates the <a href="http://www.simtec-silicone.com/glossary-2/#cure1">cure</a> of <a href="http://www.simtec-silicone.com/glossary-2/#lsr1">LSR</a>; does not usually become a component of the end product.</p>
<p><strong>Cavity</strong>: the hollowed-out portion of a set of <a href="http://www.simtec-silicone.com/glossary-2/#mold1">molds</a> that will be used in shaping a container as it is formed on a bottle machine.</p>
<p><strong>Chemical Bonding</strong>: an attraction between atoms or molecules, resulting in the formation of a chemical <a href="http://www.simtec-silicone.com/glossary-2/#comp1">compound</a>.</p>
<p><strong>Coefficient of Thermal Expansion</strong>: describes the expansion of an object with changes in temperature and may be linear or volumetric; the coefficient of linear thermal expansion is the change in length per unit of length for a one degree rise in temperature; the coefficient of <a name="comp1"></a>volumetric thermal expansion is the change in volume divided by the product of the original volume and the change in temperature.</p>
<p><strong>Compound</strong>: the mixture of <a href="http://www.simtec-silicone.com/glossary-2/#poly1">polymers</a> and other ingredients to produce a usable rubber material.</p>
<p><strong>Compression Modulus</strong>: the ratio of compression stress (force) to the resulting compression strain (noted as a percentage of the original specimen thickness).</p>
<p><strong>Compression Molding</strong>: a thermoset molding technique in which the uncured <a>LSR</a> <a href="http://www.simtec-silicone.com/glossary-2/#comp1">compound</a> is put in a heated, open <a href="http://www.simtec-silicone.com/glossary-2/#mold1">mold</a> <a href="http://www.simtec-silicone.com/glossary-2/#cav1">cavity</a> and the <a href="http://www.simtec-silicone.com/glossary-2/#mold1">mold</a> is closed under pressure (often in a hydraulic press); the material flows to completely fill the <a href="http://www.simtec-silicone.com/glossary-2/#cav1">cavity</a> and pressure is maintained until <a href="http://www.simtec-silicone.com/glossary-2/#cure1">curing</a> is complete. <a name="copoly1"></a></p>
<p><strong>Compression Set</strong>: the amount by which a rubber specimen fails to return to its original shape after the release of a compression load; the numerical value is the percentage of the amount compressed that does not return.<a name="crack1"></a></p>
<p><strong>Co-Polymer</strong>: a <a href="http://www.simtec-silicone.com/glossary-2/#poly1">polymer</a> consisting of two different <a href="http://www.simtec-silicone.com/glossary-2/#mono1">monomers</a> chemically combined.</p>
<p><strong>Cracking</strong>: the sharp breaks or fissures in a rubber surface caused by excessive strain and/or exposure to detrimental environmental conditions, such as ozone, weather, or ultraviolet (UV) light; also known as crazing.<a name="cross1"></a></p>
<p><strong>Creep</strong>: the increasing deformation of a rubber material under a constant compressive load; also <a name="cure1"></a>known as cold flow.</p>
<p><strong>Cross-link</strong>: bonds that link one <a href="http://www.simtec-silicone.com/glossary-2/#poly1">polymer</a> chain to another.</p>
<p><strong>Cure</strong>: the heat- or mixing-induced process whereby long chains become cross-linked by a <a href="http://www.simtec-silicone.com/glossary-2/#vulc1">vulcanizing</a> agent to form three-dimensional elastic structures. This reaction transforms soft, weak, non-cross-linked materials into strong elastic products; also known as <a href="http://www.simtec-silicone.com/glossary-2/#vulc1">Vulcanization</a>.</p>
<p><strong>Cure Date</strong>: the date when the rubber product was molded (e.g., 1Q01 means the 1st quarter of the year 2001).</p>
<p><strong>Cure Moderator</strong>: a substance that delays or controls the rate of the <a href="http://www.simtec-silicone.com/glossary-2/#cure1">cure</a>.</p>
<p><strong>Daylight Opening</strong>: the distance between two edges of the open <a href="http://www.simtec-silicone.com/glossary-2/#mold1">mold</a>.</p>
<p><strong>Deflashing</strong>: the various processes used to remove the waste edge from a molded part.</p>
<p><strong>Dielectric Strength</strong>: the maximum electric field that a material can withstand without breaking down.</p>
<p><strong>Durometer</strong>: an instrument for measuring the hardness of rubber by its resistance to surface penetration of an indenter point; also the numerical scale indicating the <a href="http://www.simtec-silicone.com/glossary-2/#hard1">hardness</a> of rubber (e.g., <a href="http://www.simtec-silicone.com/glossary-2/#shore1">Shore A Durometer</a>).<a name="elas1"></a></p>
<p><strong>Elasticity</strong>: the property of an article which tends to return to its original shape after deformation or the extent to which it tends to do so.<a name="elong1"></a></p>
<p><strong>Elastomer</strong>: any synthetic or natural material with resilience or memory sufficient to return to its original shape after major or minor distortion.</p>
<p><strong>Elongation</strong>: generally, “Ultimate Elongation,” or the percent of increase in original length of a specimen at time of break.</p>
<p><strong>Endothermic</strong>: a reaction that requires heat; absorbing heat.</p>
<p><strong>Exothermic</strong>: a reaction that releases heat such as <a href="http://www.simtec-silicone.com/glossary-2/#vulc1">vulcanization</a> or <a href="http://www.simtec-silicone.com/glossary-2/#cure1">cure</a>; releasing heat.</p>
<p><strong>Fiber Reinforced</strong>: describes a structural matrix of materials used in <a href="http://www.simtec-silicone.com/glossary-2/#poly1">polymers</a> to gain structural support.</p>
<p><strong>Filler</strong>: the chemically inert, finely divided material added to the <a href="http://www.simtec-silicone.com/glossary-2/#elas1">elastomer</a> to aid in the processing and improvement of physical properties. <a name="fda1"></a></p>
<p><strong>Flash</strong>: the excess rubber remaining around a rubber part after <a href="http://www.simtec-silicone.com/glossary-2/#mold1">molding</a> due to space between mating <a href="http://www.simtec-silicone.com/glossary-2/#mold1">mold</a> surfaces.<a name="gate1"></a></p>
<p><strong>Food and Drug Administration (FDA)</strong>: the US body which regulates medical and food applications. <a name="hard1"></a></p>
<p><strong>Gate</strong>: the point of rubber entry into a <a href="http://www.simtec-silicone.com/glossary-2/#mold1">mold</a> <a href="http://www.simtec-silicone.com/glossary-2/#cav1">cavity</a>.</p>
<p><strong>Goniometer</strong>: an instrument used for the precise measurement of angles.</p>
<p><strong>Hardness</strong>: resistance to a distorting force, measured by the relative resistance of the material to an indented point of a standard hardness-testing instrument.</p>
<p><strong>Hardness, Shore A</strong>: rubber durometer hardness as measured on a Shore “A” gauge; higher numbers indicate harder material (e.g., 30 shore is soft, 90 shore is hard).</p>
<p><strong>Heat Resistance</strong>: the capacity of a rubber <a href="http://www.simtec-silicone.com/glossary-2/#comp1">compound</a> to undergo exposure to a specified level of elevated temperature while retaining a large majority of its original properties.<a name="htv1"></a></p>
<p><strong>High Cure Rubber (HCR)</strong>: rubber that is processed on a rubber mill having much higher viscosity than <a href="http://www.simtec-silicone.com/glossary-2/#lsr1">liquid silicone rubber (LSR)</a>; belongs to the <a href="http://www.simtec-silicone.com/glossary-2/#htv1">HTV</a> family.</p>
<p><strong>High Temperature Vulcanization (HTV)</strong>: high-temperature-curing rubbers.</p>
<p><strong>Hydrolysis</strong>: the chemical breakdown of a <a href="http://www.simtec-silicone.com/glossary-2/#comp1">compound</a> due to its reaction with water.</p>
<p><strong>Hydrophilic</strong>: having a tendency to mix with or be wetted by water.</p>
<p><strong>Hydrophobic</strong>: having a tendency to repel or fail to mix with water. <a name="injm1"></a></p>
<p><strong>Hysteresis</strong>: the phenomenon in which the value of a physical property lags behind the changes in the effect causing it.</p>
<p><strong>Injection Molding</strong>: a process in which preheated rubber is injected under pressure from the heating chamber through a series of runners and <a href="http://www.simtec-silicone.com/glossary-2/#sprue1">sprues</a> and into a closed, heated <a href="http://www.simtec-silicone.com/glossary-2/#mold1">mold</a> <a href="http://www.simtec-silicone.com/glossary-2/#cav1">cavity</a>, where it is then <a href="http://www.simtec-silicone.com/glossary-2/#vulc1">vulcanized</a>; injection molding is ideal for high-volume, high-precision production of molded rubber parts.</p>
<p><strong>In-Mold</strong>: refers to the processing of two materials within the same mold to form a component with parts of multiple materials; see <a href="http://www.simtec-silicone.com/glossary-2/#2shot">Two Shot Injection Molding</a>.</p>
<p><strong>Innovation</strong>: (from Merriam Webster’s Collegiate Dictionary) the introduction of something new; a new idea, method, or device.<a name="lsr1"></a></p>
<p><strong>Liquid Injection Molding (LIM™)</strong>: refers to the processing of <a href="http://www.simtec-silicone.com/glossary-2/#lsr1">liquid silicone rubber (LSR).</a></p>
<p><strong>Liquid Silicone Rubber (LSR)</strong>: the silicone rubber utilized in the LIM™ process; the liquid form of <a href="http://www.simtec-silicone.com/glossary-2/#htv1">HTV.</a></p>
<p><strong>Low Temperature Flexibility</strong>: the ability of an <a href="http://www.simtec-silicone.com/glossary-2/#elas1">elastomeric</a> product to resist <a href="http://www.simtec-silicone.com/glossary-2/#crack1">cracking</a> or breaking when flexed or bent at low temperatures.</p>
<p><strong>Material Safety Data Sheet (MSDS)</strong>: a form containing data regarding the various properties of a particular substance.</p>
<p><strong>Maximum Cure</strong>: the point at which an <a href="http://www.simtec-silicone.com/glossary-2/#elas1">elastomer</a> has reached its highest degree of <a href="http://www.simtec-silicone.com/glossary-2/#cure1">cure</a>.</p>
<p><strong>Mechanical Bond</strong>: a form of <a href="http://www.simtec-silicone.com/glossary-2/#adh1">adhesion</a> in which material physically locks into the crevices of the surface of another material.</p>
<p><strong>Melt Flow Index</strong>: a measure of the ease of flow for the melt of a thermoplastic <a href="http://www.simtec-silicone.com/glossary-2/#poly1">polymer</a>.</p>
<p><strong>Millable Gum Rubber</strong>: rubber that is processed on a rubber mill having a much higher viscosity than <a href="http://www.simtec-silicone.com/glossary-2/#lsr1">liquid silicone rubber (LSR)</a>; as also known as high consistency rubber.<a name="mod1"></a></p>
<p><strong>Mismatch</strong>: the misalignment of the halves coming together in a <a href="http://www.simtec-silicone.com/glossary-2/#mold1">mold</a>.<a name="modelas1"></a></p>
<p><strong>Modulus</strong>: the tensile stress at a specified <a href="http://www.simtec-silicone.com/glossary-2/#elong1">elongation</a> (usually 100% <a href="http://www.simtec-silicone.com/glossary-2/#elong1">elongation</a> for <a href="http://www.simtec-silicone.com/glossary-2/#elas1">elastomers</a>). <a name="mold1"></a></p>
<p><strong>Modulus of Elasticity</strong>: the ratio of the stress (force per unit area) to the strain (increase in length per initial length) as measured on a rubber specimen; also known as <a href="http://www.simtec-silicone.com/glossary-2/#young1">Young’s Modulus (E)</a>.</p>
<p><strong>Mold</strong>: to shape or process a material into a usable form (verb); the metal tools, usually steel or aluminum, machined and assembled so as to create openable <a href="http://www.simtec-silicone.com/glossary-2/#cav1">cavities</a> for the purpose of shaping and <a href="http://www.simtec-silicone.com/glossary-2/#vulc1">vulcanizing</a> rubber (noun).</p>
<p><strong>Mold Cavity</strong>: a hollow space within the <a href="http://www.simtec-silicone.com/glossary-2/#mold1">mold</a> in which uncured rubber is shaped and <a href="http://www.simtec-silicone.com/glossary-2/#vulc1">vulcanized</a>; also known simply as a <a href="http://www.simtec-silicone.com/glossary-2/#cav1">Cavity</a>.</p>
<p><strong>Mold Finish</strong>: an uninterrupted surface produced by the intimate contact of rubber with the surface of the <a href="http://www.simtec-silicone.com/glossary-2/#mold1">mold</a> at <a href="http://www.simtec-silicone.com/glossary-2/#vulc1">vulcanization</a>. <a name="mono1"></a></p>
<p><strong>Mold Shrinkage</strong>: the dimensional loss in a molded rubber product that occurs during cooling, after it has been removed from the <a href="http://www.simtec-silicone.com/glossary-2/#mold1">mold</a>.</p>
<p><strong>Monomers</strong>: the unit of a chemical <a href="http://www.simtec-silicone.com/glossary-2/#comp1">compound</a> that is polymerized into a <a href="http://www.simtec-silicone.com/glossary-2/#poly1">polymer</a>.</p>
<p><strong>Mooney Viscometer</strong>: a shearing disk device used to gauge the viscosity of a rubber sample under heat and pressure. Named for developer Melvin Mooney, this was once the standard tool for determining processing characteristics, but has now largely been replaced by the <a href="http://www.simtec-silicone.com/glossary-2/#rheo1">Rheometer.</a> <a name="mdr1"></a></p>
<p><strong>Moving Die Rheometer (MDR)</strong>: an instrument used to measure the <a href="http://www.simtec-silicone.com/glossary-2/#cure1">cure</a> degree of <a href="http://www.simtec-silicone.com/glossary-2/#lsr1">liquid silicone rubber (LSR)</a> and rubber by a percentage of maximum torque, utilizing heated die.</p>
<p><strong>Multi-Component Injection Molding</strong>: see <a href="http://www.simtec-silicone.com/glossary-2/#2shot">Two Shot Injection Molding.</a></p>
<p><strong>Nitrile Butadiene Rubber (NBR)</strong>: a material with a wide temperature resistance that is resistant to oil, fuel, and other chemicals.</p>
<p><strong>Occlusion</strong>: the mechanical process by which vapors, gases, liquids, or solids are entrapped within the folds of a given substance during working or solidification.</p>
<p><strong>Oil Resistant</strong>: the ability of a vulcanized rubber to resist the <a href="http://www.simtec-silicone.com/glossary-2/#swell1">swelling</a> and deterioration effects of various types of oils.<a name="odr1"></a></p>
<p><strong>Oil Swell</strong>: the change in volume of a rubber article due to absorption of oil or other fluids.</p>
<p><strong>Oscillating Disk Rheometer (ODR)</strong>: an instrument used to measure the cure degree of <a href="http://www.simtec-silicone.com/glossary-2/#lsr1">liquid silicone rubber (LSR)</a> and rubber by a percentage of maximum torque, utilizing an oscillating rotor.</p>
<p><strong>Outgassing</strong>: a vacuum phenomenon wherein a substance spontaneously releases volatile constituents in the form of vapors or gases. In rubber <a href="http://www.simtec-silicone.com/glossary-2/#comp1">compounds</a>, this may include water vapor, plasticizers, air, inhibitors, etc.</p>
<p><strong>Over Cure</strong>: when a longer than optimum <a href="http://www.simtec-silicone.com/glossary-2/#vulc1">vulcanization</a> causes some properties to be thermally degraded. There are two types of over cure: (a) the material continues to harden, the <a href="http://www.simtec-silicone.com/glossary-2/#mod1">modulus</a> rises, and both <a href="http://www.simtec-silicone.com/glossary-2/#tens1">tensile strength</a> and <a href="http://www.simtec-silicone.com/glossary-2/#elong1">elongation</a> fall; and (b) the rubber begins to break down, the material softens, and the <a href="http://www.simtec-silicone.com/glossary-2/#mod1">modulus</a>, <a href="http://www.simtec-silicone.com/glossary-2/#tens1">tensile strength</a>, and <a href="http://www.simtec-silicone.com/glossary-2/#elong1">elongation</a> all decrease.</p>
<p><strong>Overflow</strong>: a spot for excess material during <a href="http://www.simtec-silicone.com/glossary-2/#mold1">molding.</a> <a name="part1"></a></p>
<p><strong>Over-Molding</strong>: see <a href="http://www.simtec-silicone.com/glossary-2/#2shot">Two Shot Injection Molding.</a></p>
<p><strong>Parting Line</strong>: the place at which two (or more) parts of the <a href="http://www.simtec-silicone.com/glossary-2/#mold1">mold</a> meet.</p>
<p><strong>Permanent Set</strong>: the deformation remaining after a specimen has been stressed in tension for a definite period and released for a definite period.</p>
<p><strong>Permeability</strong>: the rate at which a liquid or gas under pressure passes through a solid material by diffusion and solution. In rubber terminology, it is the rate of gas flow expressed in atmospheric cubic centimeters per second through an elastomeric material one centimeter square and one centimeter thick (atm cc/cm squared / cm/sec). <a name="poly1"></a></p>
<p><strong>Pigment</strong>: the material, usually a powder or paste, used to color rubber. <a name="pcure1"></a></p>
<p><strong>Polymer</strong>: a material formed by the joining of many (poly) individual units (mer); i.e., of one or more <a href="http://www.simtec-silicone.com/glossary-2/#mono1">monomers</a>.</p>
<p><strong>Post Cure</strong>: the controlled continuation of <a href="http://www.simtec-silicone.com/glossary-2/#vulc1">vulcanization</a> (usually in an oven) to complete the <a href="http://www.simtec-silicone.com/glossary-2/#cure1">curing</a> process; provides stabilization of parts and drives off decomposition products resulting from the <a href="http://www.simtec-silicone.com/glossary-2/#vulc1">vulcanization</a> process.</p>
<p><strong>Pot Life</strong>: the period of time after mixing a two component system wherein the material retains sufficiently low viscosity for processing.</p>
<p><strong>Purging</strong>: the flushing or removing of material.</p>
<p><strong>Resilient</strong>: being capable of returning to original size and shape after deformation.<a name="rheo1"></a></p>
<p><strong>Reversion</strong>: the condition in an <a href="http://www.simtec-silicone.com/glossary-2/#elas1">elastomer</a> caused by thermal or chemical attack whereby chemical bonds are broken with a resulting loss in physical properties.</p>
<p><strong>Rheometer</strong>: a <a href="http://www.simtec-silicone.com/glossary-2/#cure1">cure</a> meter which determines the state of <a href="http://www.simtec-silicone.com/glossary-2/#cure1">cure</a> for a given time and temperature by measuring the viscosity of the vulcanizing rubber; typically either an <a href="http://www.simtec-silicone.com/glossary-2/#odr1">Oscillating Disk Rheometer (ODR)</a> or a <a href="http://www.simtec-silicone.com/glossary-2/#mdr1">Moving Die Rheometer (MDR).</a></p>
<p><strong>Room Temperature Vulcanization (RTV)</strong>: generally silicone rubber, which after mixing will <a href="http://www.simtec-silicone.com/glossary-2/#cure1">cure</a> when exposed to air at low temperatures; comes as a soft paste or a viscous liquid.</p>
<p><strong>Rubber, Natural</strong>: raw or crude rubber obtained from vegetable sources.</p>
<p><strong>Rubber, Synthetic</strong>: manufactured <a href="http://www.simtec-silicone.com/glossary-2/#elas1">elastomers.</a></p>
<p><strong>Runner</strong>: the distribution system within a <a href="http://www.simtec-silicone.com/glossary-2/#mold1">mold</a>; connects the <a href="http://www.simtec-silicone.com/glossary-2/#sprue1">Sprue</a> to the <a href="http://www.simtec-silicone.com/glossary-2/#gate1">Gates</a>.</p>
<p><strong>Styrene Butadiene Rubber (SBR)</strong>: material with very good resilience and <a href="http://www.simtec-silicone.com/glossary-2/#tens1">tensile strength</a>, but poor ozone and oil resistance.<a name="shore1"></a></p>
<p><strong>Screw</strong>: the rotating component of an injection molding machine which delivers the material into the <a href="http://www.simtec-silicone.com/glossary-2/#mold1">mold</a>.</p>
<p><strong>Scorching</strong>: the premature curing or setting up of raw compounding during processing.</p>
<p><strong>Shore A Durometer</strong>: an instrument used to gauge soft to medium hard rubber based on its resistance to a frustum (truncated) cone indenter point; most accurate for materials below 90 Shore A.<a name="shrink1"></a></p>
<p><strong>Shore D Durometer</strong>: an instrument used to gauge hard rubber based on its resistance to a sharp 30° angle indenter point; most accurate for materials at or above 90 Shore A.</p>
<p><strong>Shrinkage</strong>: the decreased volume of material; usually caused by extraction of soluble constituents by fluids followed by air-drying.</p>
<p><strong>Silicone Rubber</strong>: an <a href="http://www.simtec-silicone.com/glossary-2/#elas1">elastomer</a> that retains beneficial properties through an extra wide temperature range.<a name="sprue1"></a></p>
<p><strong>Specific Gravity</strong>: the ratio of the weight of a given substance to the weight of an equal volume of water at a specified temperature.</p>
<p><strong>Sprue</strong>: the initial entry point of rubber into a <a href="http://www.simtec-silicone.com/glossary-2/#mold1">mold</a>. In a simple <a href="http://www.simtec-silicone.com/glossary-2/#mold1">mold</a>, it is the same as a <a href="http://www.simtec-silicone.com/glossary-2/#gate1">gate</a>.</p>
<p><strong>Sprue Marks</strong>: the marks (usually elevated) left on the surface of a rubber part after removal of the <a href="http://www.simtec-silicone.com/glossary-2/#sprue1">sprue</a> or cured <a href="http://www.simtec-silicone.com/glossary-2/#comp1">compound</a> from the <a href="http://www.simtec-silicone.com/glossary-2/#gate1">gate</a> through which the <a href="http://www.simtec-silicone.com/glossary-2/#comp1">compound</a> is injected or transferred. <a name="swell1"></a></p>
<p><strong>Static Mixer</strong>: a device without moving parts used to mix two components together.</p>
<p><strong>Swell</strong>: the increased volume of material; often caused by contact with a liquid.</p>
<p><strong>TC 2</strong>: the time at which 2% of the maximum torque is reached in a <a href="http://www.simtec-silicone.com/glossary-2/#mdr1">MDR</a> test; indicates the start of <a href="http://www.simtec-silicone.com/glossary-2/#cure1">cure</a>.</p>
<p><strong>TC 90</strong>: the time at which 90% of the maximum torque is reached in a <a href="http://www.simtec-silicone.com/glossary-2/#mdr1">MDR</a> test; indicates that demolding is possible due to sufficient degree of <a href="http://www.simtec-silicone.com/glossary-2/#cure1">cure</a>. <a name="tens1"></a></p>
<p><strong>Tear Resistance</strong>: the resistance to growth of a cut or nick when tension is applied to the cut specimen; commonly expressed in pounds per inch thickness.</p>
<p><strong>Tensile Strength</strong>: the force per unit area [lb/in2 or kN/m2] required to cause the rupture of a specimen of a rubber material.</p>
<p><strong>Thermal Expansion</strong>: the expansion caused by an increase in temperature; may be linear or volumetric.</p>
<p><strong>Thermoplastic</strong>: describes a <a href="http://www.simtec-silicone.com/glossary-2/#poly1">polymer</a> that becomes plastic when heated and hardens when cooled, and is able to repeat the process.</p>
<p><strong>Thermoplastic Elastomer (TPE)</strong>: a <a href="http://www.simtec-silicone.com/glossary-2/#copoly1">copolymer</a> or physical mix of <a href="http://www.simtec-silicone.com/glossary-2/#poly1">polymers,</a> usually of a plastic and a rubber.</p>
<p><strong>Thermoset</strong>: a <a href="http://www.simtec-silicone.com/glossary-2/#poly1">polymer</a> that becomes permanently hard and rigid when cured. <a name="2shot"></a></p>
<p><strong>Transfer Molding</strong>: a process in which an initially molded component is moved automatically or manually to a new <a href="http://www.simtec-silicone.com/glossary-2/#mold1">mold</a> for injection.</p>
<p><strong>Two Shot Injection Molding</strong>: a special <a href="http://www.simtec-silicone.com/glossary-2/#injm1">injection molding</a> process during which one material is injected into a <a href="http://www.simtec-silicone.com/glossary-2/#mold1">mold</a> to form the initial part or section of a component. Once formed, a second material is injected into the <a href="http://www.simtec-silicone.com/glossary-2/#mold1">mold</a> with a second injection unit to form the remainder of the component. This process requires that the two materials be compatible (chemically similar) or no bonding will occur; also known as multi-component injection molding, over-molding, in-mold, or assembly injection molding.</p>
<p><strong>Under Cure</strong>: the degree of incomplete <a href="http://www.simtec-silicone.com/glossary-2/#vulc1">vulcanization</a> resulting in undeveloped physical properties and tackiness.</p>
<p><strong>Undercut</strong>: an area in a <a href="http://www.simtec-silicone.com/glossary-2/#mold1">mold</a> where there is a overhanging relief.</p>
<p><strong>Vent</strong>: an opening in a <a href="http://www.simtec-silicone.com/glossary-2/#mold1">mold</a> that allows air, gas, or liquid to pass out of the <a href="http://www.simtec-silicone.com/glossary-2/#cav1">cavity</a>.</p>
<p><strong>Viscosity</strong>: the measure of the resistance of a fluid which is being deformed by either shear stress or tensile stress; may be thought of as a liquid’s internal friction.</p>
<p><strong>Volume Change</strong>: the increase (<a href="http://www.simtec-silicone.com/glossary-2/#swell1">swell</a>) or decrease (<a href="http://www.simtec-silicone.com/glossary-2/#shrink1">shrinkage</a>) in the volume of a specimen; noted as a percentage of original volume.<a name="vulc1"></a></p>
<p><strong>Volume Shrinkage</strong>: the volumetric decrease of an elastomeric material when in contact with a fluid; also known simply as <a href="http://www.simtec-silicone.com/glossary-2/#shrink1">Shrinkage</a>.</p>
<p><strong>Volume Swell</strong>: the volumetric increase of an elastomeric material when in contact with a fluid; also known simply as <a href="http://www.simtec-silicone.com/glossary-2/#swell1">Swell</a>.</p>
<p><strong>Vulcanization</strong>: the heat- or mixing-induced process whereby long chains of the rubber molecules become <a href="http://www.simtec-silicone.com/glossary-2/#cross1">cross-linked</a> by a vulcanizing agent to form three-dimensional elastic structures; transforms soft, weak, non-cross-linked materials into strong elastic products; also known as <a href="http://www.simtec-silicone.com/glossary-2/#cure1">Cure</a>.</p>
<p><strong>Warpage</strong>: the dimensional distortion of a material or object after <a href="http://www.simtec-silicone.com/glossary-2/#mold1">molding</a>. <a name="young1"></a></p>
<p><strong>Weld Lines</strong>: the point at which two different flow fronts meet in the <a href="http://www.simtec-silicone.com/glossary-2/#mold1">molding</a> process.</p>
<p><strong>Young’s Modulus (E)</strong>: a measure of material stiffness; defined as the ratio of the stress to the strain (increase in length relative to initial length) as measured on a rubber specimen; also known as <a href="http://www.simtec-silicone.com/glossary-2/#modelas1">Modulus of Elasticity</a>; not the same as tensile modulus.</p>
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		<title>The Time-Temperature-Transformation Diagram</title>
		<link>http://www.simtec-silicone.com/the-time-temperature-transformation-diagram/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=the-time-temperature-transformation-diagram</link>
		<comments>http://www.simtec-silicone.com/the-time-temperature-transformation-diagram/#comments</comments>
		<pubDate>Fri, 08 Jun 2012 20:29:22 +0000</pubDate>
		<dc:creator>SIMTEC</dc:creator>
				<category><![CDATA[Liquid Silicone Rubber]]></category>
		<category><![CDATA[gelation]]></category>
		<category><![CDATA[liquid silicone rubber]]></category>
		<category><![CDATA[LSR]]></category>
		<category><![CDATA[LSR curing]]></category>
		<category><![CDATA[Time Temperature Transformation diagram]]></category>
		<category><![CDATA[vulcanization]]></category>

		<guid isPermaLink="false">http://www.simtec-silicone.com/?p=1042</guid>
		<description><![CDATA[An informative presentation of the curing incorporating the degree of cure is the Time-Temperature-Transformation (TTT) diagram, developed by Enns and Gillham. It can be used to relate the material properties of thermosets, such as Liquid Silicone Rubber (LSR), as a &#8230; <a href="http://www.simtec-silicone.com/the-time-temperature-transformation-diagram/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>An informative presentation of the curing incorporating the degree of cure is the Time-Temperature-Transformation (TTT) diagram, developed by Enns and Gillham. It can be used to relate the material properties of thermosets, such as Liquid Silicone Rubber (LSR), as a function of time and processing temperature. The diagram visually presents various lines representing constant degrees of cure. The curve labeled <em>c=,c-g</em>. represents the gel point and <em>c=1</em> represents the fully cured resin.</p>
<p><a href="http://www.simtec-silicone.com/wp-content/uploads/2012/06/TTT.png"><img class="aligncenter size-full wp-image-1046" title="Time Temperature Transformation Diagram for Thermosets" src="http://www.simtec-silicone.com/wp-content/uploads/2012/06/TTT.png" alt="" width="630" height="447" /></a></p>
<p>Both curves have corresponding glass transition temperatures, ,<em>T-g1</em>. and ,<em>T-g gel</em>., for the glass transition temperature of the fully cured resin and at its gel point, respectively. The glass transition temperature of the uncured resin, ,<em>T-g0</em>., and an S-shaped curve labeled “vitrification line,” are also depicted. The vitrification line represents the boundary at which the glass transition temperature becomes the processing temperature. Hence, to the left of the vitrification curve, the curing process is controlled by a very slow diffusion process. The TTT-diagram shows an arbitrary process temperature. The material being processed reaches the gel point at ,<em>t=t-gel</em>. and the vitrification line at ,<em>t=t-g</em>.. At this point, the material has reached a degree of cure of ,<em>c-1</em>. and the glass transition temperature of the resin is equal to the processing temperature. The material continues to cure very slowly (in other words it is diffusion controlled) until it reaches a degree of cure just below ,<em>c-1</em>..</p>
<p>The various regions in the diagram delineate the material properties of thermosets. The region labeled “viscous liquid” is the one where the resin is found from the beginning of processing until the gel point has been reached. The flow and deformation that occurs during processing or shaping must occur within this region. The region labeled “char” must be avoided during processing, since at high processing temperatures the polymer will eventually undergo thermal degradation.</p>
<p><strong>At SIMTEC Silicone Parts, a leading company in manufacturing high precision parts and components, we are exclusively focused and specialized in the production of LSR and 2-Shot (LSR/Thermoplastic) components.</strong></p>
<p>© SIMTEC Silicone Parts, LLC</p>
<p><em><em>The information provided herein is to the best of our knowledge and it is believed accurate and reliable as of the date compiled.</em> No representation, warranty or guarantee expressed or implied, is made as to the accuracy, reliability or completeness of the information provided herein. It is the user’s responsibility to determine the suitability and completeness of such information for the intended use. We do not accept liability for any loss or damage that may occur from the use of this information. Nothing herein shall be construed as a recommendation for uses which infringe valid patents or as extending a license under valid patents.</em></p>
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		<title>Why Only Hollow LSR Parts Float on Water</title>
		<link>http://www.simtec-silicone.com/why-only-hollow-lsr-parts-float-on-water/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=why-only-hollow-lsr-parts-float-on-water</link>
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		<pubDate>Mon, 07 May 2012 19:49:28 +0000</pubDate>
		<dc:creator>SIMTEC</dc:creator>
				<category><![CDATA[Liquid Silicone Rubber Properties]]></category>
		<category><![CDATA[injection molding]]></category>
		<category><![CDATA[liquid silicone rubber]]></category>
		<category><![CDATA[LSR]]></category>
		<category><![CDATA[material testing]]></category>

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		<description><![CDATA[The density, or its reciprocal, the specific volume, is a commonly used property for polymeric materials. Density is primarily used as a material control tool as well as to compare the buoyancy of different materials, but it can also be &#8230; <a href="http://www.simtec-silicone.com/why-only-hollow-lsr-parts-float-on-water/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>The density, or its reciprocal, the specific volume, is a commonly used property for polymeric materials. Density is primarily used as a material control tool as well as to compare the buoyancy of different materials, but it can also be used to calculate the mass of rubber required to produce a given volume of material. The density of compounds with fillers or different materials can be computed at any temperature using the rule of mixture. Density measurements are performed following the standard tests ISO 1183 and ASTM D792. The density of Liquid Silicone Rubber (<a href="http://www.simtec-silicone.com/capabilities/liquid-silicone-rubber/" target="_blank">LSR</a>) is typically in the range of 1.10 – 1.50 g/cm<sup>3 </sup>(density of natural rubber: 0.92, EPDM: 0.86 g/cm<sup>3</sup>), so it will sink in water (density of water: 1 g/cm<sup>3</sup>).</p>
<p>As with other properties, the specific volume is greatly affected by the temperature and pressure.  Temperature and pressure are both important for processing and is described in the post <a title="Expansion or Shrinkage of Liquid Silicone Rubber (LSR)" href="http://www.simtec-silicone.com/expansion-or-shrinkage-of-liquid-silicone-rubber-lsr/" target="_blank">“Expansion or Shrinkage</a>”.</p>
<div id="attachment_999" class="wp-caption aligncenter" style="width: 594px"><a href="http://www.simtec-silicone.com/wp-content/uploads/2012/05/floating-hollow-lsr-parts.jpg"><img class=" wp-image-999 " title="floating hollow lsr parts" src="http://www.simtec-silicone.com/wp-content/uploads/2012/05/floating-hollow-lsr-parts-1024x660.jpg" alt="floating hollow LSR parts" width="584" height="376" /></a><p class="wp-caption-text">Pictured above: Hollow LSR parts with air pockets that float and LSR parts without air pockets that sink.</p></div>
<p>[1] ASTM D 792: Density and Specific Gravity (Relative Density) of Plastics by Displacement; ASTM International, 2008</p>
<p>[2] ISO 1183-1: Plastics &#8211; Methods for determining the density of non-cellular plastics &#8211; Part 1: Immersion method, liquid pyknometer method and titration method; International Organization for Standards, 2004</p>
<p>[3] Osswald, T. A.; Baur, E.; Brinkmann, S.; Oberbach, K.; Schmachtenberg, E.: International Plastics Handbook; 4<sup>th</sup> edition, Hanser Gardner Publications, Cincinnati, 2006</p>
<p>[4] Campo, E. A.: Industrial Polymers</p>
<p><em><em>The information provided herein is to the best of our knowledge and it is believed accurate and reliable as of the date compiled. </em>No representation, warranty or guarantee expressed or implied, is made as to the accuracy, reliability or completeness of the information provided herein. It is the user&#8217;s responsibility to determine the suitability and completeness of such information for the intended use. We do not accept liability for any loss or damage that may occur from the use of this information. Nothing herein shall be construed as a recommendation for uses which infringe valid patents or as extending a license under valid patents.</em></p>
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		<title>Liquid Silicone Rubber &#8211; Extensible, but Strong</title>
		<link>http://www.simtec-silicone.com/liquid-silicone-rubber-extensible-but-strong/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=liquid-silicone-rubber-extensible-but-strong</link>
		<comments>http://www.simtec-silicone.com/liquid-silicone-rubber-extensible-but-strong/#comments</comments>
		<pubDate>Mon, 09 Apr 2012 11:15:09 +0000</pubDate>
		<dc:creator>SIMTEC</dc:creator>
				<category><![CDATA[Liquid Silicone Rubber Properties]]></category>
		<category><![CDATA[high extensibility]]></category>
		<category><![CDATA[liquid silicone rubber]]></category>
		<category><![CDATA[liquid silicone rubber seals]]></category>
		<category><![CDATA[LSR]]></category>
		<category><![CDATA[LSR diaphragms]]></category>
		<category><![CDATA[LSR parts]]></category>
		<category><![CDATA[tensile strength]]></category>
		<category><![CDATA[thermoplastic elastomers]]></category>
		<category><![CDATA[thermoset rubbers]]></category>
		<category><![CDATA[vulcanization]]></category>

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		<description><![CDATA[Liquid Silicone Rubber (LSR) is often utilized for seals, valves and diaphragms due to its high elongation (between 400 and 700% at room temperature) and tensile strength over a wide temperature range. The tensile properties of thermoset rubbers and thermoplastic &#8230; <a href="http://www.simtec-silicone.com/liquid-silicone-rubber-extensible-but-strong/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.simtec-silicone.com/about-us">Liquid Silicone Rubber</a> (LSR) is often utilized for seals, valves and diaphragms due to its high elongation (between 400 and 700% at room temperature) and <a href="http://www.simtec-silicone.com/High-Tear-Strength-Makes-LSR-Chewable">tensile strength</a> over a wide temperature range. The tensile properties of thermoset rubbers and thermoplastic elastomers need to be measured/tested in order to verify that the quality control standards are met as well as to determine whether or not the material is fit for its purpose. The test should be performed according to ASTM D412 which describes two test methods: A and B.</p>
<p>Method A is the most common testing approach. This method uses a dumbbell shaped specimen (see illustration below) and can be performed on a universal testing machine with standard clamps (tensile testing machine). Method B uses a ring specimen which requires special clamping equipment. Test data is recorded at 100% and 300% modulus values for tension set and set after break, peak and break load as well as elongation. Due to the extensibility, extensometers are also used to accurately measure the elongation or stretch of a sample.</p>
<p>&nbsp;</p>
<p><a href="http://www.simtec-silicone.com/wp-content/uploads/2012/04/Extensible-but-strong.png"><img class="aligncenter size-full wp-image-1304" title="Extensible but strong" src="http://www.simtec-silicone.com/wp-content/uploads/2012/04/Extensible-but-strong.png" alt="high elongation and tensile strength of LSR shown in this diagram liquid silicone rubber" width="271" height="81" /></a>[1] ASTM D 412: Standard Test Methods for Vulcanized Rubber and Thermoplastic Elastomers &#8211; Tension; ASTM International, 2008</p>
<p>[2] Campo, E.A.: Industrial Polymers; Hanser Gardner Publications, Cincinnati, 2007</p>
<p><strong>At SIMTEC Silicone Parts, a leading company in manufacturing high precision parts and components, we are exclusively focused and specialized in the production of LSR and LSR/Thermoplastic (Two-Shot) components.</strong></p>
<p>© SIMTEC Silicone Parts, LLC</p>
<p><em><em>The information provided herein is to the best of our knowledge and it is believed accurate and reliable as of the date compiled. </em>No representation, warranty or guarantee expressed or implied, is made as to the accuracy, reliability or completeness of the information provided herein. It is the user&#8217;s responsibility to determine the suitability and completeness of such information for the intended use. We do not accept liability for any loss or damage that may occur from the use of this information. Nothing herein shall be construed as a recommendation for uses which infringe valid patents or as extending a license under valid patents.</em></p>
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