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<div class="header">
  <div class="header-row">
    <div class="chip-icon">
      <svg viewBox="0 0 24 24" fill="none" stroke="#00b8b0" stroke-width="1.5">
        <circle cx="12" cy="8" r="4"/><path d="M12 12v6"/><path d="M8 15l4 3 4-3"/>
        <circle cx="12" cy="8" r="1" fill="#00b8b0" stroke="none"/>
        <path d="M6 4h12M6 20h12" stroke-dasharray="2 2" opacity="0.4"/>
      </svg>
    </div>
    <h1><span>BMV080</span> Ultra-mini Particulate Matter Sensor</h1>
  </div>
  <div class="subtitle">Bosch Sensortec &middot; BST-BMV080-DS000-12 &middot; Rev 1.4, August 2025</div>
  <div class="badge-row">
    <span class="badge accent">PM Sensor</span>
    <span class="badge accent">Laser Optical</span>
    <span class="badge">13-Pin Flex PCB</span>
    <span class="badge">SPI / I&sup2;C</span>
    <span class="badge green">Fanless</span>
    <span class="badge green">Class 1 Laser</span>
    <span class="badge warning">450&times; smaller than alternatives</span>
  </div>
</div>

<div class="content">
  <div class="nav">
    <div class="nav-tab active" data-tab="overview">Overview</div>
    <div class="nav-tab" data-tab="pins">Pinout</div>
    <div class="nav-tab" data-tab="specs">Specifications</div>
    <div class="nav-tab" data-tab="electrical">Electrical</div>
    <div class="nav-tab" data-tab="diagrams">Diagrams</div>
    <div class="nav-tab" data-tab="software">Software API</div>
    <div class="nav-tab" data-tab="applications">Applications</div>
  </div>

  <!-- OVERVIEW -->
  <div class="section active" id="overview">
    <div class="stat-row">
      <div class="stat"><div class="stat-val">PM2.5</div><div class="stat-label">Primary Output</div></div>
      <div class="stat"><div class="stat-val">0–1000</div><div class="stat-label">&micro;g/m&sup3; Range</div></div>
      <div class="stat"><div class="stat-val">1 &micro;g/m&sup3;</div><div class="stat-label">Resolution</div></div>
      <div class="stat"><div class="stat-val">0.5 &micro;m</div><div class="stat-label">Min Particle Size</div></div>
      <div class="stat"><div class="stat-val">4.4&times;3.0 mm</div><div class="stat-label">Sensor Size</div></div>
      <div class="stat"><div class="stat-val">0.092 g</div><div class="stat-label">Weight</div></div>
      <div class="stat"><div class="stat-val">&lt;68 mA</div><div class="stat-label">Avg Current</div></div>
      <div class="stat"><div class="stat-val">10 years</div><div class="stat-label">MTTF Lifetime</div></div>
    </div>

    <h2>Description</h2>
    <p class="desc">The BMV080 is an ultra-mini opto-electronic particulate matter sensor capable of measuring PM1, PM2.5, and PM10 mass concentration in real-time. It uses a fanless laser-based optical technology measuring particles in free space via Doppler-shifted back-scattered light. Its revolutionary small size (4.4&times;3.0&times;3.0mm sensing element — 450&times; smaller than comparable devices) and low power consumption enable integration into ultra-compact IoT devices.</p>

    <h2>Features</h2>
    <ul class="features-list">
      <li><span class="feat-dot">&#9654;</span> Ultra-compact form factor — world's smallest PM sensor</li>
      <li><span class="feat-dot">&#9654;</span> Innovative fanless design — noiseless, maintenance-free</li>
      <li><span class="feat-dot">&#9654;</span> No inlets or channels — minimum industrial design impact</li>
      <li><span class="feat-dot">&#9654;</span> Measures PM1, PM2.5, and PM10 simultaneously</li>
      <li><span class="feat-dot">&#9654;</span> Triple-axis laser with Doppler velocity measurement</li>
      <li><span class="feat-dot">&#9654;</span> Immune to ambient light interference</li>
      <li><span class="feat-dot">&#9654;</span> Dust-proof or waterproof integration possible</li>
      <li><span class="feat-dot">&#9654;</span> Class 1 laser (IEC 60825-1) — eye safe</li>
      <li><span class="feat-dot">&#9654;</span> 3 measurement algorithms: High Precision, Balanced, Fast Response</li>
      <li><span class="feat-dot">&#9654;</span> Continuous and duty-cycling measurement modes</li>
    </ul>
  </div>

  <!-- PINOUT -->
  <div class="section" id="pins">
    <h2>Pin Configuration (13-Pin Flex PCB / ZIF Connector)</h2>
    <div class="pin-grid">
      <div class="pin-card"><span class="pin-num">1</span><span class="pin-name">VDDL</span><span class="pin-dir">PWR</span><div class="pin-desc">Laser supply voltage. 3.3V. Decouple from VSSA by &gt;1&micro;F.</div></div>
      <div class="pin-card"><span class="pin-num">2</span><span class="pin-name">VSSA</span><span class="pin-dir">GND</span><div class="pin-desc">Analog ground. Reference for VDDL and VDDA. Connect close to BMV080 header.</div></div>
      <div class="pin-card"><span class="pin-num">3</span><span class="pin-name">VDDA</span><span class="pin-dir">PWR</span><div class="pin-desc">ADC supply voltage. 2.5–3.3V. Decouple from VSSA by &gt;1&micro;F.</div></div>
      <div class="pin-card"><span class="pin-num">4</span><span class="pin-name">CSB</span><span class="pin-dir">DI</span><div class="pin-desc">SPI: Chip select (nSS, active low). I&sup2;C: Address bit 1 (IAB1).</div></div>
      <div class="pin-card"><span class="pin-num">5</span><span class="pin-name">MOSI</span><span class="pin-dir">DI/DO</span><div class="pin-desc">SPI: Master Out Slave In. I&sup2;C: Serial Data (SDA).</div></div>
      <div class="pin-card"><span class="pin-num">6</span><span class="pin-name">SCK</span><span class="pin-dir">DI</span><div class="pin-desc">Serial clock input. Used for both SPI and I&sup2;C protocols.</div></div>
      <div class="pin-card"><span class="pin-num">7</span><span class="pin-name">PS</span><span class="pin-dir">DI</span><div class="pin-desc">Protocol select. Low=SPI, High/NC=I&sup2;C. Latched at power-up.</div></div>
      <div class="pin-card"><span class="pin-num">8</span><span class="pin-name">VDDIO</span><span class="pin-dir">PWR</span><div class="pin-desc">Interface power supply. 1.2–3.3V (typ 1.8V). Match host MCU I/O level.</div></div>
      <div class="pin-card"><span class="pin-num">9</span><span class="pin-name">VSSD</span><span class="pin-dir">GND</span><div class="pin-desc">Digital ground. Reference for VDDD and VDDIO.</div></div>
      <div class="pin-card"><span class="pin-num">10</span><span class="pin-name">VDDD</span><span class="pin-dir">PWR</span><div class="pin-desc">Digital supply voltage. 2.5–3.3V. Decouple from VSSD by &gt;1&micro;F.</div></div>
      <div class="pin-card"><span class="pin-num">11</span><span class="pin-name">MISO</span><span class="pin-dir">DI/DO</span><div class="pin-desc">SPI: Master In Slave Out. I&sup2;C: Address bit 0 (IAB0).</div></div>
      <div class="pin-card"><span class="pin-num">12</span><span class="pin-name">IRQ</span><span class="pin-dir">DO</span><div class="pin-desc">Interrupt output. Active low. Internal pull-up enabled by default.</div></div>
      <div class="pin-card"><span class="pin-num">13</span><span class="pin-name">NC</span><span class="pin-dir">—</span><div class="pin-desc">Do not connect. Keep floating — do not connect to ground or apply voltage.</div></div>
    </div>
  </div>

  <!-- SPECIFICATIONS -->
  <div class="section" id="specs">
    <h2>Technical Specification</h2>
    <table>
      <tr><th>Parameter</th><th>Value</th><th>Unit</th></tr>
      <tr><td>PM2.5 Measurement Range</td><td class="accent">0–1000</td><td>&micro;g/m&sup3;</td></tr>
      <tr><td>PM2.5 Output Resolution</td><td class="accent">1</td><td>&micro;g/m&sup3;</td></tr>
      <tr><td>Minimum Detectable Particle Size</td><td class="accent">0.5</td><td>&micro;m</td></tr>
      <tr><td>Relative Particle Velocity</td><td>0.02–1.5</td><td>m/s</td></tr>
      <tr><td>Precision (0–100 &micro;g/m&sup3;)</td><td>&plusmn;10 &micro;g/m&sup3;</td><td></td></tr>
      <tr><td>Precision (101–1000 &micro;g/m&sup3;)</td><td>&plusmn;10%</td><td></td></tr>
      <tr><td>Linearity R (0–400 &micro;g/m&sup3;)</td><td>&ge;0.98</td><td></td></tr>
      <tr><td>Linearity R (401–1000 &micro;g/m&sup3;)</td><td>&ge;0.95</td><td></td></tr>
      <tr><td>Max Output Data Rate</td><td>0.97</td><td>Hz</td></tr>
      <tr><td>Interface</td><td class="accent">SPI, I&sup2;C</td><td></td></tr>
      <tr><td>Average Current (continuous)</td><td>&lt;68</td><td>mA</td></tr>
      <tr><td>Sleep Current</td><td>&lt;30</td><td>&micro;A</td></tr>
      <tr><td>Start-up Time (polling)</td><td>1.9</td><td>s</td></tr>
      <tr><td>Start-up Time (IRQ)</td><td>2.9</td><td>s</td></tr>
      <tr><td>Operating Lifetime (MTTF)</td><td class="accent">10 years</td><td></td></tr>
      <tr><td>Sensor Dimensions</td><td>4.4 &times; 3.0 &times; 20.0</td><td>mm</td></tr>
      <tr><td>Weight</td><td>0.092</td><td>g</td></tr>
      <tr><td>Laser Class</td><td>Class 1 (IEC 60825-1)</td><td></td></tr>
    </table>

    <h3>Absolute Maximum Ratings</h3>
    <table>
      <tr><th>Parameter</th><th>Min</th><th>Max</th><th>Unit</th></tr>
      <tr><td>VDDIO</td><td class="center">1.14</td><td class="center accent">3.47</td><td class="center">V</td></tr>
      <tr><td>VDDD</td><td class="center">2.38</td><td class="center accent">3.47</td><td class="center">V</td></tr>
      <tr><td>VDDL</td><td class="center">3.14</td><td class="center accent">3.47</td><td class="center">V</td></tr>
      <tr><td>VDDA</td><td class="center">2.38</td><td class="center accent">3.47</td><td class="center">V</td></tr>
      <tr><td>ESD — HBM</td><td class="center">-2</td><td class="center">2</td><td class="center">kV</td></tr>
      <tr><td>ESD — CDM</td><td class="center">-500</td><td class="center">500</td><td class="center">V</td></tr>
      <tr><td>Operating Temperature</td><td class="center accent">+15</td><td class="center accent">+65</td><td class="center">&deg;C</td></tr>
      <tr><td>Operating Humidity</td><td class="center">0</td><td class="center">95</td><td class="center">%rH</td></tr>
    </table>

    <h3>Power Consumption by Mode</h3>
    <table>
      <tr><th>Mode</th><th>Duty Cycle</th><th>Power</th></tr>
      <tr><td>Continuous</td><td class="muted">1 reading/s</td><td class="accent">181.9 mW</td></tr>
      <tr><td>Duty Cycling 1 min</td><td class="muted">1 reading/min</td><td>30.4 mW</td></tr>
      <tr><td>Duty Cycling 5 min</td><td class="muted">1 reading/5 min</td><td>6.2 mW</td></tr>
      <tr><td>Duty Cycling 10 min</td><td class="muted">1 reading/10 min</td><td>3.1 mW</td></tr>
      <tr><td>Duty Cycling 60 min</td><td class="muted">1 reading/hr</td><td class="accent">0.6 mW</td></tr>
    </table>
  </div>

  <!-- ELECTRICAL -->
  <div class="section" id="electrical">
    <h2>Power Domains</h2>
    <table>
      <tr><th>Domain</th><th>Min</th><th>Max</th><th>Abs Max</th><th>Description</th></tr>
      <tr><td class="accent">VDDIO</td><td>1.14V</td><td>3.47V</td><td>3.6V</td><td class="muted">Interface I/O supply — match host MCU level</td></tr>
      <tr><td class="accent">VDDD</td><td>2.38V</td><td>3.47V</td><td>3.6V</td><td class="muted">Digital core supply</td></tr>
      <tr><td class="accent">VDDL</td><td>3.14V</td><td>3.47V</td><td>3.6V</td><td class="muted">Laser supply — must be 3.3V</td></tr>
      <tr><td class="accent">VDDA</td><td>2.38V</td><td>3.47V</td><td>3.6V</td><td class="muted">ADC analog supply</td></tr>
    </table>
    <p class="desc">All supply pins require &gt;1&micro;F decoupling. VDDL and VDDA require 100mV<sub>PP</sub> max ripple at any frequency. Power-up sequence: VDDL must ramp within 10ms, other rails stable before SPI/I&sup2;C communication begins.</p>

    <h2>Communication Interface</h2>
    <table>
      <tr><th>Protocol</th><th>Clock</th><th>PS Pin</th><th>Notes</th></tr>
      <tr><td class="accent">SPI Mode 0</td><td>Up to 10 MHz</td><td>Low (VSSD)</td><td class="muted">4-wire, CPOL=0 CPHA=0</td></tr>
      <tr><td class="accent">I&sup2;C</td><td>Up to 400 kHz</td><td>High (VDDIO)</td><td class="muted">7-bit address, 2 address bits configurable via IAB0/IAB1</td></tr>
    </table>

    <h3>I&sup2;C Address Selection</h3>
    <table>
      <tr><th>IAB1 (Pin 4)</th><th>IAB0 (Pin 11)</th><th>Address</th></tr>
      <tr><td>VSSD</td><td>VSSD</td><td class="accent mono">0x56</td></tr>
      <tr><td>VSSD</td><td>VDDIO</td><td class="mono">0x57</td></tr>
      <tr><td>VDDIO</td><td>VSSD</td><td class="mono">0x66</td></tr>
      <tr><td>VDDIO</td><td>VDDIO</td><td class="mono">0x67</td></tr>
    </table>
  </div>

  <!-- DIAGRAMS -->
  <div class="section" id="diagrams">
    <h2>Diagrams &amp; Figures (11 from datasheet)</h2>
    <p class="desc">Click any diagram to expand. From Bosch BMV080 BST-BMV080-DS000-12.</p>
    <h3>Overview & Principle (3)</h3>
<div class="diagram-grid">
<div class="diagram-card" onclick="this.classList.toggle('expanded')">
  <div class="diagram-img-wrap"><img 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" alt="BMV080 on Fingertip (Scale)"></div>
  <div class="diagram-label">BMV080 on Fingertip (Scale)</div>
  <div class="diagram-desc">The BMV080 on a human fingertip — 4.4×3.0×20mm, 0.092g. 450× smaller than comparable PM sensors.</div>
</div>
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" alt="Operating Principle"></div>
  <div class="diagram-label">Operating Principle</div>
  <div class="diagram-desc">Fanless laser-based optical measurement. Laser scatters off particles ~5mm above lens. Back-scattered Doppler-shifted light detected by integrated photodiodes.</div>
</div>
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" alt="Hardware & Software Architecture"></div>
  <div class="diagram-label">Hardware & Software Architecture</div>
  <div class="diagram-desc">BMV080 sensor connected to host MCU via SPI/I²C. Sensor driver SDK runs on host, outputs PM mass concentration.</div>
</div>
</div>
<h3>Mechanical & Package (4)</h3>
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alt="Package Overview (Lens & LGA)"></div>
  <div class="diagram-label">Package Overview (Lens & LGA)</div>
  <div class="diagram-desc">Lens, LGA substrate, and flex PCB. No condensation allowed on lens or substrate.</div>
</div>
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" alt="Package 3D View"></div>
  <div class="diagram-label">Package 3D View</div>
  <div class="diagram-desc">Isometric view: flex PCB, lens assembly, LGA package. Total height 3.005mm.</div>
</div>
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" alt="Dimensional Drawings"></div>
  <div class="diagram-label">Dimensional Drawings</div>
  <div class="diagram-desc">Top, side, bottom views with dimensions. Flex PCB 5.5×20.0mm.</div>
</div>
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" alt="ZIF Connector Detail"></div>
  <div class="diagram-label">ZIF Connector Detail</div>
  <div class="diagram-desc">0.6mm pitch, 13 pins. Compatible with Molex 503566-1302.</div>
</div>
</div>
<h3>Integration & Thermal (2)</h3>
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" alt="Mounting Concepts (Cross-Section)"></div>
  <div class="diagram-label">Mounting Concepts (Cross-Section)</div>
  <div class="diagram-desc">Case mounting (left) vs PCB mounting (right). Shows sealing, heat sink, thermal paths.</div>
</div>
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" alt="Thermal Integration"></div>
  <div class="diagram-label">Thermal Integration</div>
  <div class="diagram-desc">Thermal stack: BMV080 → flex PCB → tape → heat sink. Operating 15–65°C.</div>
</div>
</div>
<h3>Electrical & Pinout (1)</h3>
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" alt="Pin Layout (Top & Bottom)"></div>
  <div class="diagram-label">Pin Layout (Top & Bottom)</div>
  <div class="diagram-desc">Top/bottom view with pin numbering 01–13.</div>
</div>
</div>
<h3>Timing & Modes (1)</h3>
<div class="diagram-grid">
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" alt="Continuous Measurement Timing"></div>
  <div class="diagram-label">Continuous Measurement Timing</div>
  <div class="diagram-desc">Rolling integration windows. PM2.5 output every 1.03s.</div>
</div>
</div>

  </div>

  <!-- SOFTWARE API -->
  <div class="section" id="software">
    <h2>Sensor Driver API</h2>
    <p class="desc">The BMV080 sensor driver runs on the host MCU. It communicates with the sensor via SPI/I&sup2;C and provides PM concentration output. Minimum host requirements: 32-bit MCU, 48KB Flash, 16KB RAM, C99 compiler.</p>

    <h3>Measurement Algorithms</h3>
    <table>
      <tr><th>Algorithm</th><th>Mode</th><th>Description</th></tr>
      <tr><td class="accent">High Precision</td><td>Continuous only</td><td class="muted">Best accuracy. Uses rolling integration windows. Recommended for indoor AQ monitors.</td></tr>
      <tr><td class="accent">Balanced</td><td>Continuous only</td><td class="muted">Good precision with faster initial response.</td></tr>
      <tr><td class="accent">Fast Response</td><td>Both</td><td class="muted">Quickest reaction to PM changes. Only option for duty cycling mode.</td></tr>
    </table>

    <h3>Key API Functions</h3>
    <table>
      <tr><th>Function</th><th>Description</th></tr>
      <tr><td class="mono accent">bmv080_open()</td><td class="muted">Initialize sensor handle, register I/O callbacks</td></tr>
      <tr><td class="mono accent">bmv080_init()</td><td class="muted">Initialize sensor hardware, load firmware</td></tr>
      <tr><td class="mono accent">bmv080_start_continuous()</td><td class="muted">Start continuous measurement mode</td></tr>
      <tr><td class="mono accent">bmv080_start_duty_cycling()</td><td class="muted">Start duty cycling measurement with configurable period</td></tr>
      <tr><td class="mono accent">bmv080_get_data()</td><td class="muted">Poll for new PM measurement (software trigger mode)</td></tr>
      <tr><td class="mono accent">bmv080_stop()</td><td class="muted">Stop measurement, enter sleep mode (&lt;30&micro;A)</td></tr>
      <tr><td class="mono accent">bmv080_close()</td><td class="muted">Release sensor handle and resources</td></tr>
      <tr><td class="mono accent">bmv080_get_id()</td><td class="muted">Read unique sensor ID</td></tr>
    </table>

    <h3>Output Data Structure</h3>
    <table>
      <tr><th>Field</th><th>Type</th><th>Description</th></tr>
      <tr><td class="mono">pm2p5</td><td class="mono muted">float</td><td>PM2.5 mass concentration (&micro;g/m&sup3;)</td></tr>
      <tr><td class="mono">pm1</td><td class="mono muted">float</td><td>PM1 mass concentration (&micro;g/m&sup3;)</td></tr>
      <tr><td class="mono">pm10</td><td class="mono muted">float</td><td>PM10 mass concentration (&micro;g/m&sup3;)</td></tr>
      <tr><td class="mono">is_ready</td><td class="mono muted">bool</td><td>Data validity flag (true after startup stabilization)</td></tr>
      <tr><td class="mono">obstruction</td><td class="mono muted">bool</td><td>Static obstruction detected in optical path</td></tr>
    </table>
  </div>

  <!-- APPLICATIONS -->
  <div class="section" id="applications">
    <h2>Target Applications</h2>
    <ul class="features-list">
      <li><span class="feat-dot">&#9654;</span> Indoor air quality monitors</li>
      <li><span class="feat-dot">&#9654;</span> Smart thermostats with AQ sensing</li>
      <li><span class="feat-dot">&#9654;</span> Smart air purifiers (feedback control)</li>
      <li><span class="feat-dot">&#9654;</span> Wearable air quality devices</li>
      <li><span class="feat-dot">&#9654;</span> HVAC systems with PM-based filtration control</li>
      <li><span class="feat-dot">&#9654;</span> Electronics accessories (phone cases, earbuds)</li>
      <li><span class="feat-dot">&#9654;</span> Industrial particulate monitoring</li>
    </ul>

    <h2>Air Quality Index Reference (EPA PM2.5)</h2>
    <table>
      <tr><th>PM2.5 (&micro;g/m&sup3;)</th><th>AQI Category</th><th>Health Advisory</th></tr>
      <tr><td class="accent">0–12.0</td><td>Good</td><td class="muted">Air quality satisfactory, little or no risk</td></tr>
      <tr><td>12.1–35.4</td><td>Moderate</td><td class="muted">Acceptable; risk for unusually sensitive people</td></tr>
      <tr><td>35.5–55.4</td><td>Unhealthy (sensitive)</td><td class="muted">Sensitive groups may experience health effects</td></tr>
      <tr><td style="color:#f85149">55.5–150.4</td><td>Unhealthy</td><td class="muted">General public may experience effects</td></tr>
      <tr><td style="color:#f85149">150.5–250.4</td><td>Very Unhealthy</td><td class="muted">Health alert: increased risk for everyone</td></tr>
      <tr><td style="color:#f85149">&gt;250.4</td><td>Hazardous</td><td class="muted">Emergency conditions: everyone affected</td></tr>
    </table>

    <h2>WHO Guidelines (2021)</h2>
    <p class="desc">Annual mean: 5 &micro;g/m&sup3; &middot; 24-hour mean: 15 &micro;g/m&sup3;</p>
  </div>

  <div class="source-bar">
    <span>Parsed from Bosch BMV080 datasheet (BST-BMV080-DS000-12) &middot; Standardized by Datasheet Parser v0.1</span>
    <a href="https://www.bosch-sensortec.com/media/boschsensortec/downloads/datasheets/bst-bmv080-ds000.pdf" target="_blank">Original PDF &#x2197;</a>
  </div>
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