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working on encouraging the industry to collaborate on key issues like the technical parameters for 450 mm silicon wafers, physical interfaces, carriers, assembly and packaging. To date, SEMI has 13 task forces working on 450 mm and has published twenty (20) 450 mm standards with 15 more in the pipeline.</p> <p>Here’s an update on the newly-published SEMI 450 mm specifications as well as the other 450 mm SEMI Standards.</p><table width="300" height="507" cellspacing="10" cellpadding="10" border="0" align="right" style="background-color: #99cc99; width: 300px;"><tbody><tr style="background-color: #000000;"><td style="background-color: #ffffff;"><h5><strong> </strong></h5></td><td style="background-color: #a0b672; width: 350px;"><h5><span style="color: #000000;"><strong>450 mm Polished Single Crystal Silicon Wafer Specification</strong></span></h5> <p><span style="color: #000000;"><a href="https://web.archive.org/web/20140626154231/http://ams.semi.org/ebusiness/standards/SEMIStandardDetail.aspx?ProductID=1948&DownloadID=3369">SEMI M1-0414 </a>– Specifications for Polished Single Crystal Silicon Wafers was revised and published in January 2014. The new edition includes a significant addition of a 450 mm polished single crystal polished wafer specification and the guide for specifying 450 mm wafer for 32, 22, and 16 nm technology generation.  Today, the specification requirements for 450 mm diameter wafers are much more extensive that those of previous smaller diameters. Standardized parameters include edge profile, warp, conductivity, dopant, and surface conditions. </span></p> <p><span style="color: #000000;">To provide some context about history, SEMI M1 was originally published in 1980s. The first wafer specification was 50 mm (2 inch) or about the width of credit card.   Over the years, wafers got larger and larger.  In the early 1990s, the wafer size was increased to 200 mm (8 inch), and in 1997, the 300 mm (12 inch) wafer was standardized. A 300 mm wafer may yield 2.25 times more chips per wafer than an older 200 mm wafer.  For 450 mm, 5 times more chips per wafer can be squeezed out of a wafer compared to that of 200 mm wafer, yet the process of making the chip takes about the same amount of time to go through the factory.  More chips are produced per wafer, which in turns reduces the cost.  Thus, wafer manufacturers and users are moving ahead to formalize a specification for 450 mm wafer.  The International Polished Wafer Task Force will continue to refine associated parameters to adapt to the dynamic semiconductor industry. </span></p><br/></td></tr></tbody></table><h5><strong>Wafer Specification Standard</strong></h5> <ul><li><a href="https://web.archive.org/web/20140626154231/http://ams.semi.org/ebusiness/standards/SEMIStandardDetail.aspx?ProductID=1948&DownloadID=3369">SEMI M1-0414</a>, Specifications for Polished Single Crystal Silicon Wafers</li></ul> <p>SEMI M1 provides the essential dimensional and certain other common characteristics of silicon wafers, including polished wafers as well as substrates for epitaxial and certain other kinds of silicon wafers. </p> <h5><strong>Front Opening Shipping Box (FOSB) Standards</strong></h5> <ul><li><a href="https://web.archive.org/web/20140626154231/http://ams.semi.org/ebusiness/standards/SEMIStandardDetail.aspx?ProductID=1948&DownloadID=3403">SEMI M80-051<u>4</u></a>, Mechanical Specification for Front-Opening Shipping Box Used to Transport and Ship 450 mm Wafers</li><li><a href="https://web.archive.org/web/20140626154231/http://ams.semi.org/ebusiness/standards/SEMIStandardDetail.aspx?ProductID=211&DownloadID=2782">SEMI E162-0912</a>, Mechanical Interface Specification for 450 mm Front-Opening Shipping Box Load Port</li></ul> <p>SEMI M80 specifies the FOSB used to ship 450 mm wafers from wafer suppliers to their customers (typically IC manufacturers), while maintaining wafer quality. SEMI E162 defines the basic interface dimensions of a load port on the semiconductor manufacturing equipment, where 450 mm FOSB can be loaded and unloaded. The intention of SEMI E162 is to define a set of requirement and features to enable interoperability of load ports and carriers without limiting innovative solutions.</p> <h5><strong>Assembly and Packaging Standards</strong></h5> <ul><li><a href="https://web.archive.org/web/20140626154231/http://ams.semi.org/ebusiness/standards/SEMIStandardDetail.aspx?ProductID=211&DownloadID=1845">SEMI G88-0211</a>, Specification for Tape Frame for 450 mm Wafer</li><li><a href="https://web.archive.org/web/20140626154231/http://ams.semi.org/ebusiness/standards/SEMIStandardDetail.aspx?ProductID=1948&DownloadID=3256">SEMI G92-1113</a>, Specification for Tape Frame Cassette for 450 mm Wafer</li><li><a href="https://web.archive.org/web/20140626154231/http://ams.semi.org/ebusiness/standards/SEMIStandardDetail.aspx?ProductID=211&DownloadID=3350">SEMI G95-0314</a>, Mechanical Interface Specification for 450 mm Load Port for Tape Frame Cassettes in the Backend Process</li></ul> <p>These Standards specify mechanical features for the 450 mm wafer tape frame and cassette used between the wafer mounting process and the die-bonding process. </p> <h5><strong>Guide to SEMI Standard for 450 mm Wafers (Auxiliary Information)</strong></h5> <ul><li><a href="https://web.archive.org/web/20140626154231/http://www.semi.org/en/sites/semi.org/files/docs/AUX023-00-1113.pdf">SEMI AUX23-1113</a>, Overview Guide to SEMI Standard for 450 mm Wafers<br/> SEMI AUX23 serves as a guide to SEMI Standards for 450 mm wafers. All auxiliary information are available at the <a href="https://web.archive.org/web/20140626154231/http://www.semi.org/en/Standards/StandardsPublications">SEMI Standards Publications website</a>.</li></ul> <p>The image below shows where 450 mm standards development is taking place.</p> <p><img src="data:image/png;base64,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"/></p> <h5><strong>For more information</strong></h5> <p>All of the published standards in this article are available in <a href="https://web.archive.org/web/20140626154231/http://www.semi.org/en/Standards/SEMIViews/"><strong>SEMIViews</strong></a>. Individual standards can be purchased from the SEMI Web store using the links below.</p> <ul><li><a href="https://web.archive.org/web/20140626154231/http://ams.semi.org/ebusiness/standards/SEMIStandardDetail.aspx?ProductID=1948&DownloadID=3369">SEMI M1-0414</a>, Specifications for Polished Single Crystal Silicon Wafers</li><li><a href="https://web.archive.org/web/20140626154231/http://ams.semi.org/ebusiness/standards/SEMIStandardDetail.aspx?ProductID=1948&DownloadID=3064">SEMI M49-0613</a>, Guide for Specifying Geometry Measurement Systems for Silicon Wafers for the 130 nm to 16 nm Technology Generations</li><li><a href="https://web.archive.org/web/20140626154231/http://ams.semi.org/ebusiness/standards/SEMIStandardDetail.aspx?ProductID=1948&DownloadID=3318">SEMI M52-0214</a>, Guide for Specifying Scanning Surface Inspection Systems for Silicon Wafers for the 130 nm to 11 nm Technology Generations</li><li><a href="https://web.archive.org/web/20140626154231/http://ams.semi.org/ebusiness/standards/SEMIStandardDetail.aspx?ProductID=1948&DownloadID=3402">SEMI M62-0514</a>, Specification for Silicon Epitaxial Wafers</li><li><a href="https://web.archive.org/web/20140626154231/http://ams.semi.org/ebusiness/standards/SEMIStandardDetail.aspx?ProductID=211&DownloadID=3180">SEMI M73-1013</a>, Test Methods for Extracting Relevant Characteristics from Measured Wafer Edge Profiles</li><li><a href="https://web.archive.org/web/20140626154231/http://ams.semi.org/ebusiness/standards/SEMIStandardDetail.aspx?ProductID=211&DownloadID=887">SEMI M74-1108 (Reapproved 0413)</a>, Specification for 450 mm Diameter Mechanical Handling Polished Wafer</li><li><a href="https://web.archive.org/web/20140626154231/http://ams.semi.org/ebusiness/standards/SEMIStandardDetail.aspx?ProductID=211&DownloadID=1665">SEMI M76-0710</a>, Specification for Developmental 450 mm Diameter Polished Single Crystal Wafer</li><li><a href="https://web.archive.org/web/20140626154231/http://ams.semi.org/ebusiness/standards/SEMIStandardDetail.aspx?ProductID=1948&DownloadID=3403">SEMI M80-0514</a>, Mechanical Specification for Front-Opening Shipping Box Used to Transport and Ship 450 mm Wafers</li><li><a href="https://web.archive.org/web/20140626154231/http://ams.semi.org/ebusiness/standards/SEMIStandardDetail.aspx?ProductID=211&DownloadID=2994">SEMI E83-0413</a>, Specification for PGV Mechanical Docking Flange</li><li><a href="https://web.archive.org/web/20140626154231/http://ams.semi.org/ebusiness/standards/SEMIStandardDetail.aspx?ProductID=1948&DownloadID=3089">SEMI E154-0713</a>, Mechanical Interface for 450 mm Load Port</li><li><a href="https://web.archive.org/web/20140626154231/http://ams.semi.org/ebusiness/standards/SEMIStandardDetail.aspx?ProductID=211&DownloadID=1684">SEMI E156-0710</a>, Mechanical Specification for 450 mm AMHS Stocker to Transport Interface</li><li><a href="https://web.archive.org/web/20140626154231/http://ams.semi.org/ebusiness/standards/SEMIStandardDetail.aspx?ProductID=1948&DownloadID=3363">SEMI E158-0314</a>, Mechanical Specification for Fab Wafer Carrier Used to Transport and Store 450 mm Wafers (450 FOUP) and Kinematic Coupling</li><li><a href="https://web.archive.org/web/20140626154231/http://ams.semi.org/ebusiness/standards/SEMIStandardDetail.aspx?ProductID=1948&DownloadID=3364">SEMI E159-0314</a>, Mechanical Specification for Multi-Application Carrier (MAC) Used to Transport and Ship 450 mm Wafers</li><li><a href="https://web.archive.org/web/20140626154231/http://ams.semi.org/ebusiness/standards/SEMIStandardDetail.aspx?ProductID=211&DownloadID=2782">SEMI E162-0912</a>, Mechanical Interface Specification for 450 mm Front-Opening Shipping Box Load Port</li><li><a href="https://web.archive.org/web/20140626154231/http://ams.semi.org/ebusiness/standards/SEMIStandardDetail.aspx?ProductID=211&DownloadID=3057">SEMI E166-0513</a>, Specification for 450 mm Cluster Module Interface: Mechanical Interface and Transport Standard</li><li><a href="https://web.archive.org/web/20140626154231/http://ams.semi.org/ebusiness/standards/SEMIStandardDetail.aspx?ProductID=211&DownloadID=1845">SEMI G88-0211</a>, Specification for Tape Frame for 450 mm Wafer</li><li><a href="https://web.archive.org/web/20140626154231/http://ams.semi.org/ebusiness/standards/SEMIStandardDetail.aspx?ProductID=1948&DownloadID=3256">SEMI G92-1113</a>, Specification for Tape Frame Cassette for 450 mm Wafer</li><li><a href="https://web.archive.org/web/20140626154231/http://ams.semi.org/ebusiness/standards/SEMIStandardDetail.aspx?ProductID=211&DownloadID=3350">SEMI G95-0314</a>, Mechanical Interface Specification for 450 mm Load Port for Tape Frame Cassettes in the Backend Process</li></ul> <p>For additional information on draft documents under development, see the Standards New Activity Report Forms (SNARFs) linked below.</p><ul><li><a href="https://web.archive.org/web/20140626154231/http://downloads.semi.org/web/wstdsbal.nsf/18a679096dfd445188256d35007d447d/2d9bccca9b59d30788257648005c8dd3!OpenDocument">Doc. 4812</a>, Guide for Flatness Measurement on 450 mm Wafers</li><li><a href="https://web.archive.org/web/20140626154231/http://downloads.semi.org/web/wstdsbal.nsf/18a679096dfd445188256d35007d447d/86604a00a0f48edf882577ac000466f4!OpenDocument">Doc. 5069A</a>, Specification for 450 mm Wafer Shipping System</li><li><a href="https://web.archive.org/web/20140626154231/http://downloads.semi.org/web/wstdsbal.nsf/18a679096dfd445188256d35007d447d/d649c59966ac8881882577ac0005f13e!OpenDocument">Doc. 5070A</a>, Revision to SEMI M76-0710, Specification for Developmental 450 mm Diameter Polished Single Crystal Silicon Wafers [Re: Wafer Edge Design]</li><li><a href="https://web.archive.org/web/20140626154231/http://downloads.semi.org/web/wstdsbal.nsf/18a679096dfd445188256d35007d447d/c1d60656abf168ad882577c30029c6f0!OpenDocument">Doc. 5071</a>, Revision to SEMI M76-0710, Specification for Developmental 450 mm Diameter Polished Single Crystal Silicon Wafers  [Re: Back Surface Contamination and Defect Requirements]</li><li><a href="https://web.archive.org/web/20140626154231/http://downloads.semi.org/web/wstdsbal.nsf/b8865fa87d9e7b57882579fb005c3cd7/81e5a41e2406d8e288257ab70001ddbb!OpenDocument">Doc. 5524</a>, Line Item Revisions to SEMI E156-0710, Mechanical Specification for 450 mm AMHS Stocker to Transport Interface</li><li><a href="https://web.archive.org/web/20140626154231/http://downloads.semi.org/web/wstdsbal.nsf/b8865fa87d9e7b57882579fb005c3cd7/1fe50634dbd10be588257ad80026c0bb!OpenDocument">Doc. 5540</a>, Line Item Revision to SEMI M1-1013, Specification for Polished Single Crystal Silicon Wafers  (Re: Addition of Related Information: Illustration of Flatness and Shape Metrics for Silicon Wafers) </li><li>Doc. <a href="https://web.archive.org/web/20140626154231/http://downloads.semi.org/web/wstdsbal.nsf/b8865fa87d9e7b57882579fb005c3cd7/f26666268413859088257ba500797bb5!OpenDocument">5604</a>, Line Item Revision of SEMI M1-1013, Specification for Polished Single Crystal Silicon Wafers and SEMI M20-110, Practice for Establishing a Wafer Coordinate System (Re:  Addition of 450 mm Notchless Wafer)</li><li>Doc. <a href="https://web.archive.org/web/20140626154231/http://downloads.semi.org/web/wstdsbal.nsf/b8865fa87d9e7b57882579fb005c3cd7/f7214b822bdde9f188257bb0006f2a2a!OpenDocument">5626</a>,  Revision to SEMI E154-0713, Mechanical Interface Specification for 450 mm Load Port AND to SEMI E166-0513, Specification for 450 mm Cluster Module Interface: Mechanical Interface and Transport Standard for addition of EFEM Pocket</li><li><a href="https://web.archive.org/web/20140626154231/http://downloads.semi.org/web/wstdsbal.nsf/b8865fa87d9e7b57882579fb005c3cd7/ffa626e2ebb82fdc88257c05005f3bfc!OpenDocument">Doc. 5654</a>, Revision of SEMI M49-0613, Guide for Specifying Geometry Measurements Systems for Silicon Wafers for the 130 nm to 16 nm Technology Generations (Re: Edge exclusion reduction from 2 mm to 1.5 mm  at 16 nm  technology generation)</li><li><a href="https://web.archive.org/web/20140626154231/http://downloads.semi.org/web/wstdsbal.nsf/b8865fa87d9e7b57882579fb005c3cd7/4dcbf69e038ac12888257c0500608dfb!OpenDocument">Doc. 5655</a>, Revision of SEMI M1-1013, Specifications for Polished Single Crystal Silicon Wafers (Re: Update 450 mm wafers edge exclusion)</li><li><a href="https://web.archive.org/web/20140626154231/http://downloads.semi.org/web/wstdsbal.nsf/b8865fa87d9e7b57882579fb005c3cd7/13cd266f42b802d688257b88002073de!OpenDocument">Doc. 5632</a>, Specification for Signal Tower for 450 mm AMHS</li><li><a href="https://web.archive.org/web/20140626154231/http://downloads.semi.org/web/wstdsbal.nsf/b8865fa87d9e7b57882579fb005c3cd7/5dcb5666dc942d0f88257c1b00681595!OpenDocument">Doc. 5676</a>, Line Item Revisions to SEMI E83-0413, Specification for PGV Mechanical Docking Flange</li><li><a href="https://web.archive.org/web/20140626154231/http://downloads.semi.org/web/wstdsbal.nsf/b8865fa87d9e7b57882579fb005c3cd7/b4468697aadd485e88257cae00045f60!OpenDocument">Doc. 5701</a>, Line Item Revision of SEMI M1-0114, Specifications for Polished Single Crystal Silicon Wafers, to correct references to test methods for measurement of front surface chemistry </li></ul><h5><strong>About the Physical Interfaces & Carriers, Silicon Wafer, and Assembly & Packaging Committees</strong></h5> <h5><strong>Physical Interfaces & Carriers Committee</strong></h5> <p>This committee develops specifications to enhance the manufacturing capability of the semiconductor industry, specifically addressing mechanical, electrical, and special equipment specifications; and material movement integration, including substrate support and containment structures. For more information on committee activities, please contact Michael Tran at <a href="https://web.archive.org/web/20140626154231/mailto:mtran@semi.org">mtran@semi.org</a> or Chie Yanagisawa at <a href="https://web.archive.org/web/20140626154231/mailto:cyanagisawa@semi.org">cyanagisawa@semi.org</a>.</p> <h5><strong>Silicon Wafer Committee</strong></h5> <p>This committee develops international standards fulfilling the requirements for commercial silicon wafers. Silicon Wafer Committee standardization includes specifications and guides for silicon wafers, test methods for silicon wafer quality and geometry, shipping box related topics, wafer ID related topics, and business related topics to support smooth communication between silicon suppliers and customers. For more information on committee activities, please contact Kevin Nguyen at <a href="https://web.archive.org/web/20140626154231/mailto:knguyen@semi.org">knguyen@semi.org</a>  or Naoko Tejima at <a href="https://web.archive.org/web/20140626154231/mailto:ntejima@semi.org">ntejima@semi.org</a><a href="https://web.archive.org/web/20140626154231/mailto:cyanagisawa@semi.org"></a></p> <h5><strong>Assembly & Packaging Committee</strong></h5> <p>This committee develops specifications to enhance the manufacturing capability of the semiconductor industry as it relates to the packaging and assembly of the semiconductor chip, including the materials, piece parts, and interconnection schemes, and unique packaging assemblies that provide for the communication link between the semiconductor chip and the next level of integration. This committee also discusses total infrastructure for Chip to Final Set system and processes such as Testing and Design Software, Transportation Tools, Reliability and Traceability issues, EHS issues, Inspection methods, etc. For more information on committee activities, please contact Paul Trio at <a href="https://web.archive.org/web/20140626154231/mailto:ptrio@semi.org">ptrio@semi.org</a> or Naoko Tejima at <a href="https://web.archive.org/web/20140626154231/mailto:ntejima@semi.org">ntejima@semi.org</a>.</p> <p><span>Additional info on <strong>450 Standards</strong>: <strong><a href="https://web.archive.org/web/20140626154231/http://www.semi.org/node/42416">http://www.semi.org/node/42416</a></strong></span></p><p><strong>---></strong> Visit <em><strong>450 Central</strong></em> at <strong><a href="https://web.archive.org/web/20140626154231/http://www.semi.org/450">http://www.semi.org/450</a></strong> for the industry's 450 news: Viewpoints, PPTs, events, industry news, products/technology, and SEMI Standards.</p> <p>May, 2014</p> </div> </div>  </div> </div></div>  <div class="panel-sidebar-first"><div class="panel-sidebar-first-inner inside panel-panel"> <div id="left-navigation" class="panel-pane pane-block pane-menu-primary-links"> <div class="pane-content"> <div id="submenu-tree-left"> <div class="menu_block_wrapper menu-block-1 menu-name-primary-links parent-mlid-0 menu-level-1"> <ul class="menu"><li class="expanded first menu-mlid-5346"><a href="/web/20140626154231/http://www.semi.org/en/About">About</a><ul class="menu"><li class="leaf first menu-mlid-5351"><a href="/web/20140626154231/http://www.semi.org/en/About/Regions">Regions</a></li> <li class="leaf menu-mlid-5356"><a href="/web/20140626154231/http://www.semi.org/en/About/P001319">Board of Directors</a></li> <li class="leaf menu-mlid-5361"><a href="/web/20140626154231/http://www.semi.org/en/About/ExecutiveManagement">Executive Management</a></li> <li class="leaf menu-mlid-5366"><a 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