component

74HC595BQ,115 — 8-bit Serial-In, Serial/Parallel-Out Shift Register (DHVQFN-16)

Public Made by Adom

by adom

Nexperia 74HC595BQ 8-bit shift register with output latch and 3-state outputs, DHVQFN-16 (SOT763-1). Full component: interactive symbol, footprint, and 3D, with KiCad + Fusion/EAGLE exports.

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Add ds2sf symbol + adom-lbr JSON + Fusion/EAGLE .lbr + symbol viewer; promote 3dcomp → full component (Logic/Shift Register)

barrett-land ·15ced4b123 ·3mo ago ·parent 4dbae66
6 files changed +14504−8
74hc595bq-dhvqfn16-symbol.svg+669574hc595bq-dhvqfn16-symview.html+684174hc595bq-dhvqfn16.adom-lbr.json+73274hc595bq-dhvqfn16.kicad_sym+7374hc595bq-dhvqfn16.lbr+150page.json+13−8
74hc595bq-dhvqfn16-symbol.svgadded+6695
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) 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) 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) 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box.innerHTML='<div class="empty">No pins match.</div>'; return; }+    shown.forEach(function(p){+      var el=document.createElement('div'); el.className='pin';+      var col=p.color||'#8b949e';+      el.innerHTML='<div class="row"><span class="num">'+esc(p.number)+'</span>'+        +'<span class="nme">'+esc(p.name)+'</span>'+        +'<span class="ty" style="color:'+col+';border-color:'+col+'66">'+esc(p.type||'')+'</span></div>'+        +(p.desc?'<div class="d">'+esc(p.desc)+'</div>':'');+      el.onclick=function(){ el.classList.toggle('on'); };+      box.appendChild(el);+    });+  }+  function esc(s){ return String(s==null?'':s).replace(/[&<>"]/g,function(c){return{'&':'&amp;','<':'&lt;','>':'&gt;','"':'&quot;'}[c];}); }+  document.getElementById('q').addEventListener('input',function(e){ render(e.target.value); });+  render('');+  apply();+})();+</script>+</body></html>
74hc595bq-dhvqfn16.adom-lbr.jsonadded+732
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"pin": "5",+      "pad": "5"+    },+    {+      "pin": "6",+      "pad": "6"+    },+    {+      "pin": "7",+      "pad": "7"+    },+    {+      "pin": "9",+      "pad": "9"+    },+    {+      "pin": "14",+      "pad": "14"+    },+    {+      "pin": "15",+      "pad": "15"+    },+    {+      "pin": "8",+      "pad": "8"+    },+    {+      "pin": "10",+      "pad": "10"+    },+    {+      "pin": "13",+      "pad": "13"+    },+    {+      "pin": "11",+      "pad": "11"+    },+    {+      "pin": "12",+      "pad": "12"+    },+    {+      "pin": "16",+      "pad": "16"+    }+  ],+  "provenance": {+    "source": "kicad_import"+  }+}\ No newline at end of file
74hc595bq-dhvqfn16.kicad_symadded+73
@@ -0,0 +1,73 @@+(kicad_symbol_lib+  (version 20231120)+  (generator "adom")+  (symbol "74HC595BQ"+    (pin_names (offset 1.016))+    (exclude_from_sim no)+    (in_bom yes)+    (on_board yes)+    (property "Reference" "U"+      (at 0.00 5.08 0)+      (effects (font (size 1.27 1.27)))+    )+    (property "Value" "74HC595BQ"+      (at 0.00 -37.21 0)+      (effects (font (size 1.27 1.27)))+    )+    (property "Footprint" "DHVQFN-16"+      (at 0 0 0)+      (effects (font (size 1.27 1.27)) (hide yes))+    )+    (property "Datasheet" ""+      (at 0 0 0)+      (effects (font (size 1.27 1.27)) (hide yes))+    )+    (property "Description" "8-bit serial-in, serial or parallel-out shift register with output latches and 3-state outputs. Separate shift and storage register clocks (SHCP/STCP) allow gated update of the parallel outputs, and Q7S enables cascading. Wide 2.0-6.0 V CMOS supply, ~100 MHz typical shift-out frequency."+      (at 0 0 0)+      (effects (font (size 1.27 1.27)) (hide yes))+    )+    (property "Manufacturer" "Nexperia"+      (at 0 0 0)+      (effects (font (size 1.27 1.27)) (hide yes))+    )+    (symbol "74HC595BQ_0_1"+      (rectangle (start -10.16 2.54) (end 10.16 -34.67)+        (stroke (width 0.254) (type default))+        (fill (type background))+      )+      (text "GPIO" (at -9.14 0.00 0)+        (effects (font (size 0.762 0.762) (color 132 0 0 1)) (justify left))+      )+      (text "GROUND" (at 9.14 0.00 0)+        (effects (font (size 0.762 0.762) (color 132 0 0 1)) (justify right))+      )+      (text "CONTROL" (at 9.14 -8.35 0)+        (effects (font (size 0.762 0.762) (color 132 0 0 1)) (justify right))+      )+      (text "TIMING" (at 9.14 -19.24 0)+        (effects (font (size 0.762 0.762) (color 132 0 0 1)) (justify right))+      )+      (text "POWER" (at 9.14 -30.13 0)+        (effects (font (size 0.762 0.762) (color 132 0 0 1)) (justify right))+      )+    )+    (symbol "74HC595BQ_1_1"+      (pin output line (at -12.70 -2.00 0) (length 2.54) (name "Q1") (number "1"))+      (pin output line (at -12.70 -4.54 0) (length 2.54) (name "Q2") (number "2"))+      (pin output line (at -12.70 -7.08 0) (length 2.54) (name "Q3") (number "3"))+      (pin output line (at -12.70 -9.62 0) (length 2.54) (name "Q4") (number "4"))+      (pin output line (at -12.70 -12.16 0) (length 2.54) (name "Q5") (number "5"))+      (pin output line (at -12.70 -14.70 0) (length 2.54) (name "Q6") (number "6"))+      (pin output line (at -12.70 -17.24 0) (length 2.54) (name "Q7") (number "7"))+      (pin output line (at -12.70 -19.78 0) (length 2.54) (name "Q7S") (number "9"))+      (pin input line (at -12.70 -22.32 0) (length 2.54) (name "DS") (number "14"))+      (pin output line (at -12.70 -24.86 0) (length 2.54) (name "Q0") (number "15"))+      (pin power_in line (at 12.70 -2.00 180) (length 2.54) (name "GND") (number "8"))+      (pin input line (at 12.70 -10.35 180) (length 2.54) (name "MR") (number "10"))+      (pin input line (at 12.70 -12.89 180) (length 2.54) (name "OE") (number "13"))+      (pin input line (at 12.70 -21.24 180) (length 2.54) (name "SHCP") (number "11"))+      (pin input line (at 12.70 -23.78 180) (length 2.54) (name "STCP") (number "12"))+      (pin power_in line (at 12.70 -32.13 180) (length 2.54) (name "VCC") (number "16"))+    )+  )+)
74hc595bq-dhvqfn16.lbradded+150
@@ -0,0 +1,150 @@+<?xml version="1.0" encoding="utf-8"?>+<!DOCTYPE eagle SYSTEM "eagle.dtd">+<eagle version="9.6.2">+<drawing>+<settings><setting alwaysvectorfont="no"/></settings>+<grid distance="0.1" unitdist="inch" unit="inch" style="lines" multiple="1" display="no" altdistance="0.01" altunitdist="inch" altunit="inch"/>+<layers>+<layer number="1" name="Top" color="4" fill="1" visible="yes" active="yes"/>+<layer number="16" name="Bottom" color="1" fill="1" visible="yes" active="yes"/>+<layer number="17" name="Pads" color="2" fill="1" visible="yes" active="yes"/>+<layer number="18" name="Vias" color="2" fill="1" visible="yes" active="yes"/>+<layer number="19" name="Unrouted" color="6" fill="1" visible="yes" active="yes"/>+<layer number="20" name="Dimension" color="15" fill="1" visible="yes" active="yes"/>+<layer number="21" name="tPlace" color="7" fill="1" visible="yes" active="yes"/>+<layer number="22" name="bPlace" color="7" fill="1" visible="yes" active="yes"/>+<layer number="23" name="tOrigins" color="15" fill="1" visible="yes" active="yes"/>+<layer number="24" name="bOrigins" color="15" fill="1" visible="yes" active="yes"/>+<layer number="25" name="tNames" color="7" fill="1" visible="yes" active="yes"/>+<layer number="26" name="bNames" color="7" fill="1" visible="yes" active="yes"/>+<layer number="27" name="tValues" color="7" fill="1" visible="yes" active="yes"/>+<layer number="28" name="bValues" color="7" fill="1" visible="yes" active="yes"/>+<layer number="29" name="tStop" color="7" fill="3" visible="no" active="yes"/>+<layer number="30" name="bStop" color="7" fill="6" visible="no" active="yes"/>+<layer number="31" name="tCream" color="7" fill="4" visible="no" active="yes"/>+<layer number="32" name="bCream" color="7" fill="5" visible="no" active="yes"/>+<layer number="33" name="tFinish" color="6" fill="3" visible="no" active="yes"/>+<layer number="34" name="bFinish" color="6" fill="6" visible="no" active="yes"/>+<layer number="35" name="tGlue" color="7" fill="4" visible="no" active="yes"/>+<layer number="36" name="bGlue" color="7" fill="5" visible="no" active="yes"/>+<layer number="37" name="tTest" color="7" fill="1" visible="no" active="yes"/>+<layer number="38" name="bTest" color="7" fill="1" visible="no" active="yes"/>+<layer number="39" name="tKeepout" color="4" fill="11" visible="no" active="yes"/>+<layer number="40" name="bKeepout" color="1" fill="11" visible="no" active="yes"/>+<layer number="41" name="tRestrict" color="4" fill="10" visible="no" active="yes"/>+<layer number="42" name="bRestrict" color="1" fill="10" visible="no" active="yes"/>+<layer number="43" name="vRestrict" color="2" fill="10" visible="no" active="yes"/>+<layer number="44" name="Drills" color="7" fill="1" visible="no" active="yes"/>+<layer number="45" name="Holes" color="7" fill="1" visible="no" active="yes"/>+<layer number="46" name="Milling" color="3" fill="1" visible="no" active="yes"/>+<layer number="47" name="Measures" color="7" fill="1" visible="no" active="yes"/>+<layer number="48" name="Document" color="7" fill="1" visible="yes" active="yes"/>+<layer number="49" name="Reference" color="7" fill="1" visible="yes" active="yes"/>+<layer number="91" name="Nets" color="2" fill="1" visible="yes" active="yes"/>+<layer number="92" name="Busses" color="1" fill="1" visible="yes" active="yes"/>+<layer number="93" name="Pins" color="2" fill="1" visible="no" active="yes"/>+<layer number="94" name="Symbols" color="4" fill="1" visible="yes" active="yes"/>+<layer number="95" name="Names" color="7" fill="1" visible="yes" active="yes"/>+<layer number="96" name="Values" color="7" fill="1" visible="yes" active="yes"/>+<layer number="97" name="Info" color="7" fill="1" visible="yes" active="yes"/>+<layer number="98" name="Guide" color="6" fill="1" visible="yes" active="yes"/>+</layers>+<library>+<description>8-bit serial-in, serial or parallel-out shift register with output latches and 3-state outputs. Separate shift and storage register clocks (SHCP/STCP) allow gated update of the parallel outputs, and Q7S enables cascading. Wide 2.0-6.0 V CMOS supply, ~100 MHz typical shift-out frequency.</description>+<packages>+<package name="74HC595BQ">+  <description>74HC595BQ</description>+  <smd name="1" x="-0.2500" y="1.6875" dx="0.2500" dy="0.8250" layer="1"/>+  <smd name="2" x="-1.1875" y="1.2500" dx="0.8250" dy="0.2500" layer="1"/>+  <smd name="3" x="-1.1875" y="0.7500" dx="0.8250" dy="0.2500" layer="1"/>+  <smd name="4" x="-1.1875" y="0.2500" dx="0.8250" dy="0.2500" layer="1"/>+  <smd name="5" x="-1.1875" y="-0.2500" dx="0.8250" dy="0.2500" layer="1"/>+  <smd name="6" x="-1.1875" y="-0.7500" dx="0.8250" dy="0.2500" layer="1"/>+  <smd name="7" x="-1.1875" y="-1.2500" dx="0.8250" dy="0.2500" layer="1"/>+  <smd name="8" x="-0.2500" y="-1.6875" dx="0.2500" dy="0.8250" layer="1"/>+  <smd name="9" x="0.2500" y="-1.6875" dx="0.2500" dy="0.8250" layer="1"/>+  <smd name="10" x="1.1875" y="-1.2500" dx="0.8250" dy="0.2500" layer="1"/>+  <smd name="11" x="1.1875" y="-0.7500" dx="0.8250" dy="0.2500" layer="1"/>+  <smd name="12" x="1.1875" y="-0.2500" dx="0.8250" dy="0.2500" layer="1"/>+  <smd name="13" x="1.1875" y="0.2500" dx="0.8250" dy="0.2500" layer="1"/>+  <smd name="14" x="1.1875" y="0.7500" dx="0.8250" dy="0.2500" layer="1"/>+  <smd name="15" x="1.1875" y="1.2500" dx="0.8250" dy="0.2500" layer="1"/>+  <smd name="16" x="0.2500" y="1.6875" dx="0.2500" dy="0.8250" layer="1"/>+  <smd name="17" x="0.0000" y="-0.0000" dx="1.0000" dy="2.0000" layer="1"/>+  <wire x1="-1.3600" y1="1.8600" x2="-0.6350" y2="1.8600" width="0.1200" layer="21"/>+  <wire x1="-1.3600" y1="1.6350" x2="-1.3600" y2="1.8600" width="0.1200" layer="21"/>+  <wire x1="-1.3600" y1="-1.8600" x2="-1.3600" y2="-1.6350" width="0.1200" layer="21"/>+  <wire x1="-0.6350" y1="-1.8600" x2="-1.3600" y2="-1.8600" width="0.1200" layer="21"/>+  <wire x1="0.6350" y1="1.8600" x2="1.3600" y2="1.8600" width="0.1200" layer="21"/>+  <wire x1="1.3600" y1="1.8600" x2="1.3600" y2="1.6350" width="0.1200" layer="21"/>+  <wire x1="1.3600" y1="-1.6350" x2="1.3600" y2="-1.8600" width="0.1200" layer="21"/>+  <wire x1="1.3600" y1="-1.8600" x2="0.6350" y2="-1.8600" width="0.1200" layer="21"/>+  <text x="0" y="2.700" size="1.27" layer="25" align="bottom-center">&gt;NAME</text>+  <text x="0" y="-2.700" size="1.27" layer="27" align="top-center">&gt;VALUE</text>+</package>+</packages>+<symbols>+<symbol name="74HC595BQ">+  <wire x1="-10.16" y1="2.54" x2="10.16" y2="2.54" width="0.254" layer="94"/>+  <wire x1="10.16" y1="2.54" x2="10.16" y2="-34.67" width="0.254" layer="94"/>+  <wire x1="10.16" y1="-34.67" x2="-10.16" y2="-34.67" width="0.254" layer="94"/>+  <wire x1="-10.16" y1="-34.67" x2="-10.16" y2="2.54" width="0.254" layer="94"/>+  <text x="0" y="5.08" size="1.27" layer="95" align="bottom-center">&gt;NAME</text>+  <text x="0" y="-37.21" size="1.27" layer="96" align="top-center">&gt;VALUE</text>+  <pin name="Q1" x="-12.7" y="-2" length="short" direction="out"/>+  <pin name="Q2" x="-12.7" y="-4.54" length="short" direction="out"/>+  <pin name="Q3" x="-12.7" y="-7.08" length="short" direction="out"/>+  <pin name="Q4" x="-12.7" y="-9.62" length="short" direction="out"/>+  <pin name="Q5" x="-12.7" y="-12.16" length="short" direction="out"/>+  <pin name="Q6" x="-12.7" y="-14.7" length="short" direction="out"/>+  <pin name="Q7" x="-12.7" y="-17.24" length="short" direction="out"/>+  <pin name="Q7S" x="-12.7" y="-19.78" length="short" direction="out"/>+  <pin name="DS" x="-12.7" y="-22.32" length="short" direction="in"/>+  <pin name="Q0" x="-12.7" y="-24.86" length="short" direction="out"/>+  <pin name="GND" x="12.7" y="-2" length="short" direction="pwr" rot="R180"/>+  <pin name="MR" x="12.7" y="-10.35" length="short" direction="in" rot="R180"/>+  <pin name="OE" x="12.7" y="-12.89" length="short" direction="in" rot="R180"/>+  <pin name="SHCP" x="12.7" y="-21.24" length="short" direction="in" rot="R180"/>+  <pin name="STCP" x="12.7" y="-23.78" length="short" direction="in" rot="R180"/>+  <pin name="VCC" x="12.7" y="-32.13" length="short" direction="pwr" rot="R180"/>+  <text x="-9.16" y="0" size="0.762" layer="94" font="vector" ratio="15">GPIO</text>+  <text x="9.16" y="0" size="0.762" layer="94" font="vector" ratio="15" align="right">GROUND</text>+  <text x="9.16" y="-8.35" size="0.762" layer="94" font="vector" ratio="15" align="right">CONTROL</text>+  <text x="9.16" y="-19.24" size="0.762" layer="94" font="vector" ratio="15" align="right">TIMING</text>+  <text x="9.16" y="-30.13" size="0.762" layer="94" font="vector" ratio="15" align="right">POWER</text>+</symbol>+</symbols>+<devicesets>+<deviceset name="74HC595BQ" prefix="U">+  <description>8-bit serial-in, serial or parallel-out shift register with output latches and 3-state outputs. Separate shift and storage register clocks (SHCP/STCP) allow gated update of the parallel outputs, and Q7S enables cascading. Wide 2.0-6.0 V CMOS supply, ~100 MHz typical shift-out frequency.</description>+  <gates>+    <gate name="G$1" symbol="74HC595BQ" x="0" y="0"/>+  </gates>+  <devices>+    <device name="" package="74HC595BQ">+      <connects>+        <connect gate="G$1" pin="Q1" pad="1"/>+        <connect gate="G$1" pin="Q2" pad="2"/>+        <connect gate="G$1" pin="Q3" pad="3"/>+        <connect gate="G$1" pin="Q4" pad="4"/>+        <connect gate="G$1" pin="Q5" pad="5"/>+        <connect gate="G$1" pin="Q6" pad="6"/>+        <connect gate="G$1" pin="Q7" pad="7"/>+        <connect gate="G$1" pin="Q7S" pad="9"/>+        <connect gate="G$1" pin="DS" pad="14"/>+        <connect gate="G$1" pin="Q0" pad="15"/>+        <connect gate="G$1" pin="GND" pad="8"/>+        <connect gate="G$1" pin="MR" pad="10"/>+        <connect gate="G$1" pin="OE" pad="13"/>+        <connect gate="G$1" pin="SHCP" pad="11"/>+        <connect gate="G$1" pin="STCP" pad="12"/>+        <connect gate="G$1" pin="VCC" pad="16"/>+      </connects>+      <technologies><technology name=""/></technologies>+    </device>+  </devices>+</deviceset>+</devicesets>+</library>+</drawing>+</eagle>\ No newline at end of file
page.json+13−8
@@ -2,8 +2,8 @@   "schema_version": 1,   "type": "component",   "slug": "74hc595bq-dhvqfn16",-  "title": "74HC595BQ,115 — DHVQFN-16 3D Component",-  "brief": "Parametric STEP/GLB of Nexperia 74HC595BQ shift register in DHVQFN-16 (SOT763-1), built from datasheet dimensions",+  "title": "74HC595BQ,115 — 8-bit Serial-In, Serial/Parallel-Out Shift Register (DHVQFN-16)",+  "brief": "Nexperia 74HC595BQ 8-bit shift register with output latch and 3-state outputs, DHVQFN-16 (SOT763-1). Full component: interactive symbol, footprint, and 3D, with KiCad + Fusion/EAGLE exports.",   "version": "1.0.0",   "tags": [],   "license": "MIT",@@ -14,22 +14,27 @@     "DHVQFN16",     "SOT763-1",     "shift register 3D",-    "nexperia 595"+    "nexperia 595",+    "shift register",+    "serial to parallel",+    "74hc595 kicad symbol",+    "74hc595 footprint"   ],-  "discovery_pitch": "Parametric STEP/GLB 3D model of the Nexperia 74HC595BQ,115 shift register in DHVQFN-16 package, built from the SOT763-1 datasheet.",+  "discovery_pitch": "Full component page for the Nexperia 74HC595BQ,115 8-bit shift register (DHVQFN-16 / SOT763-1): interactive symbol + footprint + 3D, KiCad and Fusion/EAGLE library exports.",   "component": {     "mpn": "74HC595BQ,115",     "manufacturer": "Nexperia",     "package": "DHVQFN-16 (SOT763-1)",     "pin_count": 16,-    "category": "3dcomp",-    "subcategory": "",+    "category": "Logic",+    "subcategory": "Shift Register",     "body_size": null,     "parts": {},     "distributor_links": {},-    "pitch_mm": 0.5+    "pitch_mm": 0.5,+    "value": null   },-  "readme": "# 74HC595BQ,115 — DHVQFN-16 3D Component\n\nParametric STEP model of the Nexperia 74HC595BQ,115 (8-bit shift register) in the DHVQFN-16 (SOT763-1) package, generated from the official Nexperia SOT763-1 package information document.\n\n## Package Dimensions (SOT763-1)\n\n| Parameter | Symbol | Nominal | Min | Max | Unit |\n|-----------|--------|---------|-----|-----|------|\n| Package length | D | 3.5 | 3.4 | 3.6 | mm |\n| Package width | E | 2.5 | 2.4 | 2.6 | mm |\n| Package height | A | 0.85 | — | 1.0 | mm |\n| Terminal width | b | 0.24 | 0.18 | 0.30 | mm |\n| Terminal length | L | 0.40 | 0.30 | 0.50 | mm |\n| Pitch | e | 0.50 | — | — | mm |\n| Exposed pad (L) | Dh | 2.00 | 1.85 | 2.15 | mm |\n| Exposed pad (W) | Eh | 1.00 | 0.85 | 1.15 | mm |\n| Terminals | n | 16 | — | — | — |\n\n## Model Details\n\n- **Generator**: CadQuery 2.7 parametric script (`generate_step.py`)\n- **Source of truth**: [Nexperia SOT763-1 package information](https://assets.nexperia.com/documents/package-information/SOT763-1.pdf) (11 May 2023)\n- **Pin 1**: Top-left corner (-X, +Y) with inset dot marker\n- **Terminals**: Inset flush into body (bottom pads + side wraps per datasheet dimensions v=0.10mm, w=0.05mm)\n- **Body**: Simple rectangular prism, no cosmetic fillets — only datasheet-dimensioned geometry\n- **Colors**: Dark charcoal body (0.15, 0.15, 0.15), bright metal terminals (0.85, 0.85, 0.88)\n\n## KiCad Footprint\n\nUses the standard KiCad library footprint `Package_DFN_QFN/DHVQFN-16-1EP_2.5x3.5mm_P0.5mm_EP1x2mm`, which references the SOT763-1 datasheet in its own description.\n\n## Related\n\n- **Symbol**: [74HC595 KiCad Symbol](/symbols/sym-74hc595) (already on wiki)\n- **Molecule**: Molecule_74HC595BQ_v1 (in adom-molecules catalog)\n- **Datasheet**: [Nexperia 74HC/HCT595 product datasheet](https://assets.nexperia.com/documents/data-sheet/74HC_HCT595.pdf)\n\n> **Provenance — 3D STEP model.** Generated by CadQuery 2.7 parametric script from Nexperia SOT763-1 package outline dimensions. Not sourced from KiCad packages3D (no model exists there for DHVQFN-16). Not manufacturer-provided.\n",+  "readme": "# 74HC595BQ,115 — 8-bit Shift Register (DHVQFN-16)\n\nFull component for the Nexperia 74HC595BQ,115 8-bit serial-in, serial/parallel-out shift register in the DHVQFN-16 (SOT763-1) package: an interactive schematic symbol (ds2sf, from the Nexperia 74HC/HCT595 datasheet), the KiCad footprint, and a parametric STEP/GLB 3D model, with KiCad and Fusion/EAGLE (.lbr) exports.\n\n## Package Dimensions (SOT763-1)\n\n| Parameter | Symbol | Nominal | Min | Max | Unit |\n|-----------|--------|---------|-----|-----|------|\n| Package length | D | 3.5 | 3.4 | 3.6 | mm |\n| Package width | E | 2.5 | 2.4 | 2.6 | mm |\n| Package height | A | 0.85 | — | 1.0 | mm |\n| Terminal width | b | 0.24 | 0.18 | 0.30 | mm |\n| Terminal length | L | 0.40 | 0.30 | 0.50 | mm |\n| Pitch | e | 0.50 | — | — | mm |\n| Exposed pad (L) | Dh | 2.00 | 1.85 | 2.15 | mm |\n| Exposed pad (W) | Eh | 1.00 | 0.85 | 1.15 | mm |\n| Terminals | n | 16 | — | — | — |\n\n## Model Details\n\n- **Generator**: CadQuery 2.7 parametric script (`generate_step.py`)\n- **Source of truth**: [Nexperia SOT763-1 package information](https://assets.nexperia.com/documents/package-information/SOT763-1.pdf) (11 May 2023)\n- **Pin 1**: Top-left corner (-X, +Y) with inset dot marker\n- **Terminals**: Inset flush into body (bottom pads + side wraps per datasheet dimensions v=0.10mm, w=0.05mm)\n- **Body**: Simple rectangular prism, no cosmetic fillets — only datasheet-dimensioned geometry\n- **Colors**: Dark charcoal body (0.15, 0.15, 0.15), bright metal terminals (0.85, 0.85, 0.88)\n\n## KiCad Footprint\n\nUses the standard KiCad library footprint `Package_DFN_QFN/DHVQFN-16-1EP_2.5x3.5mm_P0.5mm_EP1x2mm`, which references the SOT763-1 datasheet in its own description.\n\n## Related\n\n- **Symbol**: included on this page (`74hc595bq-dhvqfn16.kicad_sym`), generated by ds2sf from the Nexperia 74HC/HCT595 datasheet.\n- **Molecule**: Molecule_74HC595BQ_v1 (in adom-molecules catalog)\n- **Datasheet**: [Nexperia 74HC/HCT595 product datasheet](https://assets.nexperia.com/documents/data-sheet/74HC_HCT595.pdf)\n\n> **Provenance — 3D STEP model.** Generated by CadQuery 2.7 parametric script from Nexperia SOT763-1 package outline dimensions. Not sourced from KiCad packages3D (no model exists there for DHVQFN-16). Not manufacturer-provided.\n",   "author": {     "id": "695820315b5f1e4db2fcf602",     "name": "Kyle Bergstedt",