Q1
Gopalkrishna Advanced Rural Research Foundation

Q1 Laboratory Suite: PZT Electromechanical Interrogation & Quantum AI

First in India: Quantum Artificial Intelligence Integrated with PZT-EMI SHM Pioneered at GARRF

Coupling high-frequency structural electromechanical admittance tensor \(Y(\omega)\) directly into 4-Qubit Variational Quantum Classifiers with ARJUN AI Guidance.

1. Specimen & PZT Setup

0.50 mm
Length (10 cm to 100 cm): 50.0 cm
10 cm Width: 5.0 cm 100 cm (1 Meter)
PZT Location (x / L): 20% (10.0 cm)
Transducer: Standard PZT-5H (10×10×0.3 mm)
Structural State: Defect Active (25%)
Defect Location: 35 cm from Base
Ambient Harmonics Noise: 15% Noise
Inject thermal drift & boundary scatter noise to stress-test classical vs quantum AI algorithms.
PZT CRACK
Interrogation Rig Visualizer Schematic

2. Transducer Excitation Waveform Selector

Observe how structural damage manifests across different physical signals

Electromechanical Conductance G (Real) & Susceptance B (Imaginary) vs Frequency

Healthy Baseline Damaged State
Swept frequency impedance interrogates multi-modal mechanical resonances. Damage causes sharp downward frequency shifts and peak dampening in the conductance signature (G).
Without Quantum AI (Classical)
AWAITING RUN
Method: RMSD Metric + Gradient Descent
Calculated Damage: --
Optimization Trap: --
Execution Speed: --
Noise Degradation Risk: High (Local Minima)
Evaluates waveform step-by-step; vulnerable to ambient noise & boundary reflection confusion.
With Quantum AI (GARRF)
READY
Quantum Architecture: 4-Qubit VQC / Hilbert Space
Exact Inversion: --
Ground State Energy: --
Superposition Speed: --
Noise Immunity: Resistant (Destructive Interference)
Encodes multi-modal PZT admittance into 16 basis states simultaneously, eliminating local-minima traps.

Student Comparison Studio: With vs. Without Quantum AI

Quantitative side-by-side performance metrics under varying structural & noise parameters

Accuracy Error (%)
Classical ±14.2%
Quantum ±0.1%
Execution Delay
Classical 1450 ms
Quantum 30 ms
Local Minima Trap
Classical High (72%)
Quantum Zero (0%)
State Inversion
Classical Iterative
Quantum Direct \(2^4\) VQC
Key Student Takeaway: Classical AI relies on heuristic gradient steps that get trapped in noise harmonics. Quantum AI evaluates all 16 state permutations simultaneously in Hilbert space, ensuring accurate structural damage identification.