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Automatic Gain Control Circuit for Quartz Crystal Microbalance (QCM)

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Presentation on theme: "Automatic Gain Control Circuit for Quartz Crystal Microbalance (QCM)"— Presentation transcript:

1 Automatic Gain Control Circuit for Quartz Crystal Microbalance (QCM)
By Abhijat Goyal & Saliya Subasinghe

2 What is QCM Sauerbrey Equation Quartz Top Electrode Bottom Electrode
Addition of mass on the surface of the resonator causes changes in its resonance frequency. Sauerbrey Equation

3 Equivalent Circuit of a QCM
Lm Rm Where, Motional Inductance representing initial mass Static capacitance Motional capacitance representing mechanical elasticity of quartz Motional resistance representing support losses, viscoelastic damping, internal friction, etc.

4 Operation of QCM In Vacuum Rm = 100 Rm = 10000 In Water

5 Objective of the Circuit
Maintain the amplitude of oscillation to be constant. Compensate for the change in motional resistance (Rm) due to change of ambience of the resonating crystal. We need a circuit with feedback control which can dynamically adjust to changing Rm of the oscillator, in order to sustain oscillations.

6 Other Oscillator Circuits
COLPITTS OSCILLATOR CIRCUIT PIERCE OSCILLATOR CIRCUIT

7 Problems with conventional oscillator circuits.
Low bandwidth for the range of motional resistances of the resonating crystal. Crystal Stops resonating when the motional resistance increases or decreases, i.e. it works for only some value of the motional resistance. Use of inductances and capacitances in the circuit, which alter the natural resonance frequency of the oscillating crystal.

8 Proposed circuit Simple Amplifier Mixer ½ Wave Rectifier
Unity Gain Stage Integrator

9 Proposed circuit Offset Control Mixer Unity Gain Buffer Output Buffers
Integrator

10 Chip Spec Design Objective – Maximize the range of Motional Resistance of the quartz crystal that our circuit can handle (1 Ohms – 1 MOhms) Operating Frequency – Determined by Quartz Resonator (max 100 MHz) Max Power – 500 mW Area – 1x1 mm2 Global Pins – Vdd, gnd Input Pins – to be connected across the QCM Output Pins – Resonance Frequency, Feedback Amplitude (measure of Q factor)

11 Schedule Layout and Optimization of Unity Gain Op-amp Week 1 (Feb 12)
Layout and Optimization of Mixer Cell Week 3 (Feb 26) Layout and Optimization of Offset Control Circuit Week 4 (Mar 5) Layout and optimization of Output Buffers Week 5 (Mar 12) Layout and optimization of Integrator Week 6, 7, & 8 (Mar 23) Integration of the design and debugging

12 Questions?


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