(r4) WireBonding < DetDev

DetDev Web>ATLASStripUpgrade>WireBonding (revision 4) (raw view)~~EditAttach~~
-- Main.AndrewBlue - 2012-02-20

---+++++ Wire Bonding Trials

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" />
---+++++ 

To achieve correct measurements as above (assuming samples are exactly the size designed)

Silicon (with DC) and 200um long AISC pad samples should be:
   * aligned in x
   * seperated (edge to edge) by 2812um or seperated from bondpad edge to bondpad edge by 3823um

<img width="1117" alt="" 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" height="735" />

To achieve correct measurements as above (assuming samples are exactly the size designed)

Silicon (with DC) and 200um long AISC pad samples should be:
   * seperated (edge to edge) in xb y 335um
   * seperated (edge to edge) in y by 1742um or sepereated from bond edge to bond edge by ????um

<img alt="" 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" />
---+++++ 
---+++++ Hybrid Bonding Diagrams

https://twiki.cern.ch/twiki/pub/Atlas/ModuleAssembling4ATLASSCTUpgrade/Stave_Hybrid_WireBonding.pdf

---++++ Shunts

The current drawn by the readout ASICs depends on their operational mode. The constant current<br />supply is set to the maximum expected hybrid current and shunt regulation is used to keep the<br />voltage across the hybrid constant. The latest generation of prototype readout ASIC is made in the<br />IBM 250nm process and termed ABCN-25 Already, this ASIC contains custom circuitry for<br />the implementation of shunt regulation.

There are two shunt regulation options within the ABCN-25, termed M-shunt and W-shunt.

The M-shunt option uses two shunt transistors in each ASIC, controlled by a voltage from an<br />external circuit.

The W-shunt option uses both shunt and control circuitry within the ASIC itself.

Shunt regulation may also be implemented outside the readout ASIC, using discrete compo-<br />nents or an additional ASIC.

---++++ Addressing of ASICS and Hybirds

On each hybrid panel each ASIC can be addressed by a combination of wire bonds to the PCB., It's different for each asic on the hybrid, but this system does not change from hybrid to hybrid <br /> <br />This allows one row of asics to be numbered 32-41 and the other 64-73 <br /> <br />When the module is being wire bonded, each hybrid panel is wire bonded to another mounted pcb on the module (the BCC) <br /> <br />The left one (if the HV lines are at the top) is wire bonded to label it BCC=61, and the right BCC=62 <br /> <br />This systems stays the same for every module we wire bond. <br />. <br /> <br />At the system tests point I address each Hybrid by it's BCC number, and it has it's own associated data file <br /> <br />If i name 4 hybrid files differently, you can then test 4 hybrids (2 modules) even if there are 2 panels with a BCC of 61, and 2 with a BCC of 62

---+++++ BCC information

<img width="730" alt="" src="https://twiki.cern.ch/twiki/pub/Atlas/BufferControlChip/BCC_pad_names_layout.png" height="463" />
---+++ Pinout
<table cellspacing="0" id="table4" cellpadding="0" rules="all" border="1"> <tbody> <tr> <th valign="middle"> <a rel="nofollow" href="https://twiki.cern.ch/twiki/bin/viewauth/Atlas/BufferControlChip?sortcol=0;table=4;up=0#sorted_table" title="Sort by this column">#</a> </th> <th valign="middle"> <a rel="nofollow" href="https://twiki.cern.ch/twiki/bin/viewauth/Atlas/BufferControlChip?sortcol=1;table=4;up=0#sorted_table" title="Sort by this column">Name</a> </th> <th valign="middle"> <a rel="nofollow" href="https://twiki.cern.ch/twiki/bin/viewauth/Atlas/BufferControlChip?sortcol=2;table=4;up=0#sorted_table" title="Sort by this column">I/O</a> </th> <th valign="middle"> <a rel="nofollow" href="https://twiki.cern.ch/twiki/bin/viewauth/Atlas/BufferControlChip?sortcol=3;table=4;up=0#sorted_table" title="Sort by this column">Description</a> </th> </tr> <tr> <td align="right" bgcolor="#ffffff" valign="middle">1</td> <td bgcolor="#ffffff" valign="middle">DATA0_M</td> <td bgcolor="#ffffff" valign="middle">In</td> <td rowspan="2" align="right" bgcolor="#ffffff" valign="middle">Data input from ABCN (Column 0, Bottom)</td> </tr> <tr> <td align="right" bgcolor="#edf4f9" valign="middle">2</td> <td bgcolor="#edf4f9" valign="middle">DATA0_P</td> <td bgcolor="#edf4f9" valign="middle">In</td> </tr> <tr> <td align="right" bgcolor="#ffffff" valign="middle">3</td> <td bgcolor="#ffffff" valign="middle">ABCN_RESETB_M</td> <td bgcolor="#ffffff" valign="middle">Out</td> <td rowspan="2" bgcolor="#ffffff" valign="middle">RESETBsignal to ABCNs</td> </tr> <tr> <td align="right" bgcolor="#edf4f9" valign="middle">4</td> <td bgcolor="#edf4f9" valign="middle">ABCN_RESETB_P</td> <td bgcolor="#edf4f9" valign="middle">Out</td> </tr> <tr> <td align="right" bgcolor="#ffffff" valign="middle">5</td> <td bgcolor="#ffffff" valign="middle">ABCN_L1_M</td> <td bgcolor="#ffffff" valign="middle">Out</td> <td rowspan="2" bgcolor="#ffffff" valign="middle">L1 signal to ABCNs</td> </tr> <tr> <td align="right" bgcolor="#edf4f9" valign="middle">6</td> <td bgcolor="#edf4f9" valign="middle">ABCN_L1_P</td> <td bgcolor="#edf4f9" valign="middle">Out</td> </tr> <tr> <td align="right" bgcolor="#ffffff" valign="middle">7</td> <td bgcolor="#ffffff" valign="middle">VDD</td> <td bgcolor="#ffffff" valign="middle"><br /></td> <td bgcolor="#ffffff" valign="middle"><br /></td> </tr> <tr> <td align="right" bgcolor="#edf4f9" valign="middle">8</td> <td bgcolor="#edf4f9" valign="middle">GND</td> <td bgcolor="#edf4f9" valign="middle"><br /></td> <td bgcolor="#edf4f9" valign="middle"><br /></td> </tr> <tr> <td align="right" bgcolor="#ffffff" valign="middle">9</td> <td bgcolor="#ffffff" valign="middle">ABCN_COM_M</td> <td bgcolor="#ffffff" valign="middle">Out</td> <td rowspan="2" bgcolor="#ffffff" valign="middle">COM signal to ABCNs</td> </tr> <tr> <td bgcolor="#edf4f9" valign="middle">10</td> <td bgcolor="#edf4f9" valign="middle">ABCN_COM_P</td> <td bgcolor="#edf4f9" valign="middle">Out</td> </tr> <tr> <td bgcolor="#ffffff" valign="middle">11</td> <td bgcolor="#ffffff" valign="middle">ABCN_DCLK_M</td> <td bgcolor="#ffffff" valign="middle">Out</td> <td rowspan="2" bgcolor="#ffffff" valign="middle">ABCN Data Clock</td> </tr> <tr> <td bgcolor="#edf4f9" valign="middle">12</td> <td bgcolor="#edf4f9" valign="middle">ABCN_DCLK_P</td> <td bgcolor="#edf4f9" valign="middle">Out</td> </tr> <tr> <td bgcolor="#ffffff" valign="middle">13</td> <td bgcolor="#ffffff" valign="middle">ABCN_BCO_M</td> <td bgcolor="#ffffff" valign="middle">Out</td> <td rowspan="2" bgcolor="#ffffff" valign="middle">ABCN Bunch Clock</td> </tr> <tr> <td bgcolor="#edf4f9" valign="middle">14</td> <td bgcolor="#edf4f9" valign="middle">ABCN_BCO_P</td> <td bgcolor="#edf4f9" valign="middle">Out</td> </tr> <tr> <td bgcolor="#ffffff" valign="middle">15</td> <td bgcolor="#ffffff" valign="middle">ABCN_MODE80</td> <td bgcolor="#ffffff" valign="middle">Out</td> <td bgcolor="#ffffff" valign="middle">ABCN MODE80</td> </tr> <tr> <td bgcolor="#edf4f9" valign="middle">16</td> <td bgcolor="#edf4f9" valign="middle">DATA2_M</td> <td bgcolor="#edf4f9" valign="middle">In</td> <td rowspan="2" bgcolor="#edf4f9" valign="middle">Data input from ABCN (Column 1, Bottom)</td> </tr> <tr> <td bgcolor="#ffffff" valign="middle">17</td> <td bgcolor="#ffffff" valign="middle">DATA2_P</td> <td bgcolor="#ffffff" valign="middle">In</td> </tr> <tr> <td bgcolor="#edf4f9" valign="middle">18</td> <td bgcolor="#edf4f9" valign="middle">DATA3_M</td> <td bgcolor="#edf4f9" valign="middle">In</td> <td rowspan="2" bgcolor="#edf4f9" valign="middle">Data input from ABCN (Column 1, Top)</td> </tr> <tr> <td bgcolor="#ffffff" valign="middle">19</td> <td bgcolor="#ffffff" valign="middle">DATA3_P</td> <td bgcolor="#ffffff" valign="middle">In</td> </tr> <tr> <td bgcolor="#edf4f9" valign="middle">20</td> <td bgcolor="#edf4f9" valign="middle">DATAOUT_M</td> <td bgcolor="#edf4f9" valign="middle">Out</td> <td rowspan="2" bgcolor="#edf4f9" valign="middle">Multiplexed data sent to DAQ</td> </tr> <tr> <td bgcolor="#ffffff" valign="middle">21</td> <td bgcolor="#ffffff" valign="middle">DATAOUT_P</td> <td bgcolor="#ffffff" valign="middle">Out</td> </tr> <tr> <td bgcolor="#edf4f9" valign="middle">22</td> <td bgcolor="#edf4f9" valign="middle">ID0</td> <td bgcolor="#edf4f9" valign="middle">In</td> <td bgcolor="#edf4f9" valign="middle">BCC ID bit 0 set (internally pulled-up)</td> </tr> <tr> <td bgcolor="#ffffff" valign="middle">23</td> <td bgcolor="#ffffff" valign="middle">ID1</td> <td bgcolor="#ffffff" valign="middle">In</td> <td bgcolor="#ffffff" valign="middle">BCC ID bit 1 set (internally pulled-up)</td> </tr> <tr> <td bgcolor="#edf4f9" valign="middle">24</td> <td bgcolor="#edf4f9" valign="middle">ID2</td> <td bgcolor="#edf4f9" valign="middle">In</td> <td bgcolor="#edf4f9" valign="middle">BCC ID bit 2 set (internally pulled-up)</td> </tr> <tr> <td bgcolor="#ffffff" valign="middle">25</td> <td bgcolor="#ffffff" valign="middle">ID3</td> <td bgcolor="#ffffff" valign="middle">In</td> <td bgcolor="#ffffff" valign="middle">BCC ID bit 3 set (internally pulled-up)</td> </tr> <tr> <td bgcolor="#edf4f9" valign="middle">26</td> <td bgcolor="#edf4f9" valign="middle">ID4</td> <td bgcolor="#edf4f9" valign="middle">In</td> <td bgcolor="#edf4f9" valign="middle">BCC ID bit 4 set (internally pulled-up)</td> </tr> <tr> <td bgcolor="#ffffff" valign="middle">27</td> <td bgcolor="#ffffff" valign="middle">ID5</td> <td bgcolor="#ffffff" valign="middle">In</td> <td bgcolor="#ffffff" valign="middle">BCC ID bit 5 set (internally pulled-up)</td> </tr> <tr> <td bgcolor="#edf4f9" valign="middle">28</td> <td bgcolor="#edf4f9" valign="middle">VDD</td> <td bgcolor="#edf4f9" valign="middle"><br /></td> <td bgcolor="#edf4f9" valign="middle"><br /></td> </tr> <tr> <td bgcolor="#ffffff" valign="middle">29</td> <td bgcolor="#ffffff" valign="middle">GND</td> <td bgcolor="#ffffff" valign="middle"><br /></td> <td bgcolor="#ffffff" valign="middle"><br /></td> </tr> <tr> <td bgcolor="#edf4f9" valign="middle">30</td> <td bgcolor="#edf4f9" valign="middle">CM_TP</td> <td bgcolor="#edf4f9" valign="middle">Out</td> <td bgcolor="#edf4f9" valign="middle">Clock Multiplier Test Point</td> </tr> <tr> <td bgcolor="#ffffff" valign="middle">31</td> <td bgcolor="#ffffff" valign="middle">COM_FB_M</td> <td bgcolor="#ffffff" valign="middle">In</td> <td rowspan="2" bgcolor="#ffffff" valign="middle">COM Feedback</td> </tr> <tr> <td bgcolor="#edf4f9" valign="middle">32</td> <td bgcolor="#edf4f9" valign="middle">COM_FB_P</td> <td bgcolor="#edf4f9" valign="middle">In</td> </tr> <tr> <td bgcolor="#ffffff" valign="middle">33</td> <td bgcolor="#ffffff" valign="middle">COM_M</td> <td bgcolor="#ffffff" valign="middle">In</td> <td rowspan="2" bgcolor="#ffffff" valign="middle">DAQ Command line</td> </tr> <tr> <td bgcolor="#edf4f9" valign="middle">34</td> <td bgcolor="#edf4f9" valign="middle">COM_P</td> <td bgcolor="#edf4f9" valign="middle">In</td> </tr> <tr> <td bgcolor="#ffffff" valign="middle">35</td> <td bgcolor="#ffffff" valign="middle">L1R_FB_M</td> <td bgcolor="#ffffff" valign="middle">In</td> <td rowspan="2" bgcolor="#ffffff" valign="middle">L1R feedback</td> </tr> <tr> <td bgcolor="#edf4f9" valign="middle">36</td> <td bgcolor="#edf4f9" valign="middle">L1R_FB_P</td> <td bgcolor="#edf4f9" valign="middle">In</td> </tr> <tr> <td bgcolor="#ffffff" valign="middle">37</td> <td bgcolor="#ffffff" valign="middle">L1R_M</td> <td bgcolor="#ffffff" valign="middle">In</td> <td rowspan="2" bgcolor="#ffffff" valign="middle">DAQ Combined Level-1/Reset signalling</td> </tr> <tr> <td bgcolor="#edf4f9" valign="middle">38</td> <td bgcolor="#edf4f9" valign="middle">L1R_P</td> <td bgcolor="#edf4f9" valign="middle">In</td> </tr> <tr> <td bgcolor="#ffffff" valign="middle">39</td> <td bgcolor="#ffffff" valign="middle">BCO_M</td> <td bgcolor="#ffffff" valign="middle">In</td> <td rowspan="2" bgcolor="#ffffff" valign="middle">Bunch Clock</td> </tr> <tr> <td bgcolor="#edf4f9" valign="middle">40</td> <td bgcolor="#edf4f9" valign="middle">BCO_P</td> <td bgcolor="#edf4f9" valign="middle">In</td> </tr> <tr> <td bgcolor="#ffffff" valign="middle">41</td> <td bgcolor="#ffffff" valign="middle">DATA1_M</td> <td bgcolor="#ffffff" valign="middle">In</td> <td rowspan="2" bgcolor="#ffffff" valign="middle">Data input from ABCN (Column 0, Top)</td> </tr> </tbody> </table>
Topic revision: r4 - 2012-03-06 - AndrewBlue
DetDev