ACL-Tester-Design-Documents/ACL-Tester-Design-Diagrams-Utility-FSMs.svg

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name=&quot;Top-Ports&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;7TOiHrqWLXWXeyjy_dHC&quot; name=&quot;Tester-Draft&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;aYeFWChuS_8dc2T-CbL5&quot; name=&quot;Tester-FSM&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;VhlXW-xEzUvmZ84Hvur6&quot; name=&quot;LCD-FSM&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;3jNv1XuKjUcbUchNafAr&quot; name=&quot;UARTfeed&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;oWYOQQnmbHWB1tHjzQVu&quot; name=&quot;ACL2-ports&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;yroQ4Q5kMBfsBypCLQVx&quot; name=&quot;StreamFSM&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;hDUBZq-oFkR8c_VW0a8S&quot; name=&quot;ADXL-machine&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;lbbhKb7gpUA_TRSdXJ5V&quot; 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&lt;/diagram&gt;&lt;diagram id=&quot;NuEQsMm6bmaDdrwCKmgp&quot; name=&quot;SPI-machine&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;Te0eZfaCpQMddhrlvxlR&quot; name=&quot;SPI-generic-FSM&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;LiwCIUATXvvr6D_9WW4y&quot; name=&quot;CLS-ports&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;ChhorHYDfkkC0vAjM7B2&quot; name=&quot;PmodCLS-Machine&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;CcR_-8VWu6Btcxg0tDCY&quot; name=&quot;CLS-driver-FSM&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;SaMtIDANUTsyjDT58qn7&quot; name=&quot;UART-Tx-Only&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;bvOdrN4bzH6pHriGiP4h&quot; name=&quot;UART-Tx-FSM&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;dgg2oUesYVzxw75X-83x&quot; name=&quot;multi-debounce&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;Y6CXb1XtEPBunn4YXgNH&quot; name=&quot;Utility-FSMs&quot;&gt;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&lt;/diagram&gt;&lt;diagram id=&quot;xOzUnHTjfUrWOcYXhdmd&quot; 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"><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; white-space: nowrap; ">Moore FSM for a synchronous pulse stretcher of signal X<br />that lasts for a duration less than T, with Y lasting exactly<br />T cycles.<br /><br />Textbook Figure 8.28a. quoted from Chapter 8, page 174, of:<br /><br /><i style="font-family: &quot;calibri&quot; , sans-serif ; font-size: 14.6667px">Finite State Machines in Hardware: Theory and Design (with VHDL and SystemVerilog)<br /></i><span style="font-family: &quot;calibri&quot; , sans-serif ; font-size: 14.6667px">by Volnei A. Pedroni,<br />reprinted courtesy of The MIT Press<br /></span></div></div></div></foreignObject><text x="18" y="171" fill="#000000" font-family="Helvetica" font-size="12px">Moore FSM for a synchronous pulse stretcher of signal X...</text></switch></g><ellipse cx="96" cy="476" rx="40" ry="40" fill="#ffffff" stroke="#000000" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 78px; height: 1px; padding-top: 476px; margin-left: 57px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; white-space: normal; word-wrap: normal; 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align-items: unsafe flex-start; justify-content: unsafe flex-start; width: 1px; height: 1px; padding-top: 599px; margin-left: 18px;"><div style="box-sizing: border-box; font-size: 0; text-align: left; "><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; white-space: nowrap; ">Moore FSM for a one-shot pulse upon the rise from '0' to '1'<br />of signal X, that quickly returns to state A to prepare for another<br />rise of signal X.<br /><br />Textbook Figure 5.7c. quoted from Chapter 5, page 87, of:<br /><br /><i style="font-family: &quot;calibri&quot; , sans-serif ; font-size: 14.6667px">Finite State Machines in Hardware: Theory and Design (with VHDL and SystemVerilog)<br /></i><span style="font-family: &quot;calibri&quot; , sans-serif ; font-size: 14.6667px">by Volnei A. Pedroni,<br />reprinted courtesy of The MIT Press<br /></span></div></div></div></foreignObject><text x="18" y="611" fill="#000000" font-family="Helvetica" font-size="12px">Moore FSM for a one-shot pulse upon the rise from '0' to '1'...</text></switch></g></g><switch><g requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"/><a transform="translate(0,-5)" xlink:href="https://desk.draw.io/support/solutions/articles/16000042487" target="_blank"><text text-anchor="middle" font-size="10px" x="50%" y="100%">Viewer does not support full SVG 1.1</text></a></switch></svg>