<![CDATA[Discount price, wholesale 10 Pcs AC 250V 15A Micro Limit Switch Button SPDT Momentary Snap Action V-15-1C25 from china factory directly]]> http://www.uxcell.com info@uxcell.com en> Sat, 20 Dec 2014 23:50:17 +0800 http://blogs.law.harvard.edu/tech/rss <![CDATA[10 Pcs AC 250V 15A Micro Limit Switch Button SPDT Momentary Snap Action V-15-1C25]]> http://www.uxcell.com/pcs-250v-15a-nonc-spdt-momentary-actuator-micro-switch-v151c25-p-551726.html <img src="http://media.uxcell.com/uxcell/images/item/medium/ux_a14031200ux0298_ux_m.jpg" /><p>Specifications:</p> <table border="1" cellpadding="1" cellspacing="1" style="width: 394px; height: 308px"> <tbody> <tr> <td>Product Name</td> <td>Micro Switch</td> </tr> <tr> <td><span style="color:#000000;">Model</span></td> <td>V-15-1C25</td> </tr> <tr> <td><span style="color:#000000;">Type</span></td> <td><span style="color:#000000;">1 NC, 1 NO</span>,SPDT</td> </tr> <tr> <td>Actuator Type</td> <td>Momentary</td> </tr> <tr> <td rowspan="2">Rating</td> <td rowspan="2"> <p><span style="color:#ff0000;">AC 250V 15A</span></p> </td> </tr> <tr></tr> <tr> <td>Power</td> <td> <p>AC 125V/250V 15A 1/2HP</p> <p>AC 250V 0.3A</p> <p>DC 125V 0.6A</p> </td> </tr> <tr> <td>Overall Dimension</td> <td>28 x 17 x 10mm/ 1.1&quot; x 0.7&quot; x 0.4&quot; (L*W*H)</td> </tr> <tr> <td>Mount Hole Diameter</td> <td>3.1mm/ 0.12&quot;</td> </tr> <tr> <td>Pin Number</td> <td>3</td> </tr> <tr> <td>Material(External)</td> <td>Plastic, Metal</td> </tr> <tr> <td>Color</td> <td>Black,Red</td> </tr> <tr> <td>Net Weight</td> <td>58g</td> </tr> <tr> <td>Package Content</td> <td>10 Pcs x Micro Switch</td> </tr> </tbody> </table> <p>Description:</p> <ul> <li>The Micro Switch offers long service and operations life.</li> <li>This Micro Switch is free from overtravel restrictions, permit easy setting.</li> <li>It is widely used in electronic products, instrument measuring appliance and domestic electric appliances and so on.<br /> <p style="color: rgb(85, 85, 85); font-family: Helvetica, Arial, clean, sans-serif; font-size: small; line-height: 15.600000381469727px;">In snap action contacts, the movement of the actuator applies force to an overcenter mechanism. This mechanism creates a quick change in contact state when the trip point is reached. Reversing the motion of the actuator to a given reset point causes the contacts to snap back to their original position.</p> <p style="color: rgb(85, 85, 85); font-family: Helvetica, Arial, clean, sans-serif; font-size: small; line-height: 15.600000381469727px;">Snap action contacts have different trip and reset points. The distance between the trip and reset point is called the travel to reset, hysteresis, or differential. Finite travel to reset helps to avoid multiple changes of state if the object actuating the switch is subject to vibration.</p> <p style="color: rgb(85, 85, 85); font-family: Helvetica, Arial, clean, sans-serif; font-size: small; line-height: 15.600000381469727px;">Snap action contacts ensure repeatable performance in applications that involve low speed actuators. The amount of travel of the contacts is also not dependent on the amount of travel by the actuator.</p> <p><br style="color: rgb(85, 85, 85); font-family: Helvetica, Arial, clean, sans-serif; font-size: small; line-height: 15.600000381469727px;" /> <img alt="Snap Action contacts TEMCo" src="http://www.temcocontent.com/images/switches/snapaction.png" style="color: rgb(85, 85, 85); font-family: Helvetica, Arial, clean, sans-serif; font-size: small; line-height: 15.600000381469727px;" /><br /> <img alt="" 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