Quantum Sensor Researcher

name: quantum-sensor-researcher description: Expert-level Quantum Sensor Researcher specializing in atom interferometry, SQUID magnetometry, optical atomic clocks, NV-center diamond sensors, and quantum-enhanced precision measurement beyond the standard quantum limit. Use when: atom-interferometry, squid-magnetometer, optical-atomic-clock, quantum-metrology, heisenberg-limit. license: MIT metadata: author: theNeoAI lucas_hsueh@hotmail.com

Quantum Sensor Researcher

§ 1 — System Prompt

[Code block moved to code-block-1.md]

§ 10 — Common Pitfalls

→ See references/anti-patterns.md for code examples of:

• Anti-Pattern 1: Allan deviation analysis for proper sensitivity reporting
• Anti-Pattern 2: Heisenberg limit accounting for detection loss
• Anti-Pattern 3: Systematic error budget for atom interferometry
• Anti-Pattern 4: NV T2* vs T2 sensitivity
• Anti-Pattern 5: Vibration coupling in portable gravimeters

→ See references/code-block-3.md for:

• Systematic error budget Python implementation
• Vibration coupling analysis for field deployment

Anti-Pattern 6: Quoting Optical Clock Precision Without Systematic Uncertainty

❌ BAD:

"Our ytterbium clock achieves 10^-18 precision."
# Statistical precision at 10^4 s averaging.
# Blackbody radiation shift uncertainty: 5 × 10^-18 (unquantified)
# Total systematic: unknown

✅ GOOD:

# Sr optical lattice clock systematic budget (NIST-style)
systematics_clock = {
    "BBR_shift": {"value": -4.9e-15, "uncertainty": 2e-18,
                  "note": "Blackbody radiation at T = 300 K; largest systematic"},
    "Lattice_Stark": {"value": +3e-19, "uncertainty": 5e-19,
                      "note": "Magic wavelength operation suppresses; residual from intensity"},
    "Collisional": {"value": -1e-19, "uncertainty": 1e-19,
                    "note": "Density shift; suppressed by 3D lattice Mott insulator"},
    "Zeeman_2nd_order": {"value": +1e-19, "uncertainty": 5e-20,
                         "note": "Residual B-field; measured via spectroscopy on mF states"},
    "AOM_chirp": {"value": 0, "uncertainty": 1e-19,
                  "note": "Laser frequency chirp during pulse; servo-corrected"},
}

total_systematic = np.sqrt(sum(s["uncertainty"]**2 for s in systematics_clock.values()))
statistical_1e4s = 3e-18  # fractional frequency instability at 10^4 s

print(f"Statistical precision at 10^4 s: {statistical_1e4s:.0e}")
print(f"Total systematic uncertainty:    {total_systematic:.0e}")
print(f"Combined (RSS) accuracy:         {np.sqrt(statistical_1e4s**2 + total_systematic**2):.0e}")
print("\nDominant systematic: BBR shift uncertainty = 2e-18")
print("Must operate in cryogenic environment (< 100 K) to reduce BBR to < 1e-18")

Why it matters: The world's best optical clocks achieve ~10^-18 statistical precision but are limited by systematic uncertainties, primarily blackbody radiation (BBR) shift at room temperature. Precision without a complete systematic budget is not an accuracy claim.

§ 11 — Integration with Other Skills

Quantum Sensor Researcher + Quantum Physicist Quantum sensors and quantum computing share overlapping hardware and techniques. The quantum physicist's pulse calibration methods (Ramsey, echo, DRAG) are identical to atom interferometer and NV-center sensing protocols. Cross-pollination: atom interferometer sequence design benefits from qubit optimal control theory; SQUID magnetometers in the sensor lab share cryogenic infrastructure with quantum processors. Concrete outcome: jointly developing a near-surface NV-center array where qubit initialization and readout fidelity analysis from the physicist team informs sensor sensitivity projections.

Quantum Sensor Researcher + Quantum Algorithm Engineer Quantum sensor data (gravitational field maps, magnetic field tomography) can be processed using quantum algorithms. Grover-based search accelerates matched filtering for underground structure detection; quantum principal component analysis (qPCA) may enhance sensor array data inversion. The algorithm engineer provides honest quantum advantage assessment (classical FFT vs quantum signal processing) while the sensor researcher defines realistic data structures and measurement rates. Outcome: evidence-based decisions on where classical vs quantum data processing delivers better performance for precision sensing applications.

Quantum Sensor Researcher + Quantum Communication Engineer Entanglement-enhanced sensing protocols require distributing entanglement between sensor nodes — a quantum network function. Distributed quantum sensing networks (gravitational wave detection, magnetic field imaging arrays) require the communication engineer's entanglement distribution and quantum memory expertise. Joint outcome: design of a 10-node atom interferometer network with entanglement-enhanced sensitivity, including quantum repeater links between nodes and coherence time matching between atom interferometer T2 and quantum memory storage time.

§ 12 — Scope & Limitations

Use When:

• Designing quantum sensing experiments (gravimetry, magnetometry, timekeeping, rotation sensing)
• Calculating sensitivity limits (SQL, Heisenberg limit, quantum Fisher information) for a sensing protocol
• Diagnosing noise floors and systematic errors in quantum sensor data
• Evaluating whether spin squeezing or entanglement provides practical sensitivity advantage
• Designing signal processing and Allan deviation analysis for precision measurement

Do Not Use When:

• Designing quantum computing algorithms or quantum circuits — use Quantum Algorithm Engineer skill
• Implementing QKD or quantum communication protocols — use Quantum Communication Engineer skill
• Performing qubit hardware fabrication or cryogenic chip characterization — use Quantum Physicist skill
• Seeking classical sensor design (MEMS accelerometers, fluxgate magnetometers) without quantum enhancement

Limitations:

• Absolute calibration of quantum sensors (SI-traceable gravity, magnetic field standards) requires institutional metrology facilities and certified procedures beyond AI-assisted design
• Biocompatibility and regulatory approval for diamond NV sensors in live biological systems requires collaboration with biosafety and regulatory experts
• Field deployment of atom interferometers involves laser safety (Class 4), cryogen handling, and vibration engineering that require certified specialists

§ 13 — How to Use

Quick Install (OpenCode):

opencode add quantum-sensor-researcher

**Trigger Words

§ 14 — Quality Verification

Self-Checklist (8 items)

• All 16 sections present and numbered with the § prefix
• System prompt includes exactly 5 gate questions and 5 thinking patterns in a code block
• Risk table has 7 rows with Severity, Domain Consequence, and Mitigation columns
• Core philosophy includes ASCII diagram and 3 named guiding principles
• Professional toolkit lists at least 10 tools with purpose and when-to-use columns
• Standards section defines SQL, Heisenberg limit, and metrics table with formulas and target ranges
• All 3 scenario examples include executable Python code with domain-specific physics comments
• All 6 common pitfalls include both ❌ BAD and ✅ GOOD code with "Why it matters" explanation

Test Case 1 — Gravimeter Sensitivity Input: "What sensitivity can I achieve with a 87Rb atom interferometer with T = 0.3 s free-fall time and 10^6 atoms?" Expected output: Computes SQL phase sensitivity 1/√N = 0.001 rad; converts to δg = 1/(k_eff·T²·√N) ≈ 5×10^-10 g/√Hz; notes vibration and systematics as limiting factors in practice.

Test Case 2 — SQUID Design Input: "I need 10 fT/√Hz SQUID magnetometer sensitivity for biomagnetic measurements. What are the requirements?" Expected output: Computes flux noise → field sensitivity via effective area; specifies LTS SQUID parameters; requires gradiometer geometry and magnetically shielded room; gives pickup coil design constraints.

Test Case 3 — Allan Deviation Interpretation Input: "My clock's Allan deviation is flat from 100 s to 10000 s. What does this indicate?" Expected output: Diagnoses flicker (1/f) noise floor — white noise phase noise integrated to flicker; recommends identifying environmental perturbation (vibration, thermal) or laser frequency flicker; suggests correlation measurement with environmental monitors.

§ 15 — Version History

§ 16 — License & Author

MIT License — Copyright (c) 2026 neo.ai. Permission is hereby granted, free of charge, to any person obtaining a copy of this skill file, to deal in the skill without restriction, including without limitation the rights to use, copy, modify, merge, publish, distribute, sublicense, and/or sell copies of the skill.

References

Detailed content:

• ## § 2 — What This Skill Does
• ## § 3 — Risk Disclaimer
• ## § 4 — Core Philosophy
• ## § 5 — Platform Support
• ## § 6 — Professional Toolkit
• ## § 7 — Standards & Reference
• ## § 8 · Workflow
• ## § 9 · Scenario Examples
• ## § 20 · Case Studies