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MagneticSystem Using Discretize Low Pass Filter
Student : Chin yi.Kuo
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O u t l i n e MagneticSystem Hardware Introduction Flow diagram
Discretize Low Pass Filter Low Pass Filter for cutoff frequency Compare with/without LPF results Polynomial Curve Fitting Magnetic Levitation 1-6mm Figures
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H a r d w a r e Power Amplifier Electromagnetic coil ADC DAC Position
Sensor Power Supply
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Voltage conversion equation with position
F l o w d i a g r a m ADC Using Discretize LPF Voltage conversion equation with position DAC Power Amplifier Using Discretize LPF Electro Magnetic coil PID Controller
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L o w P a s s F i l t e r ISSUE: MagneticSystem unstable
A to D , Noise disturbance PID-controller , D control → oscillation Solution: Add Low pass filter to program Represent the low-pass filter as: # Familiar transfer function of LPF. # K =ω (rad/s) = 2 π f
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Discretize L o w P a s s F i l t e r
Bilinear Transform: Using in digital signal processing and discrete-time control theory to transform continuous-time system representations to discrete- time vice versa. Discrete-time approximation
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Using equation in program
T(s)→T(z): (前一次輸入+目前輸入-前一次輸出) Using equation in program
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Low Pass Filter for cutoff frequency
No Low Pass Filter of reading Voltage Filter frequency :1000Hz
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Filter frequency :500Hz Filter frequency :100Hz
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Filter frequency :70Hz Filter frequency :10Hz
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Input Without Low Pass Filter
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Output Without Low Pass Filter
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Without Low Pass Filter
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Using LPF to program After ADC & Before DAC
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Polynomial curve fitting
Position correspond to voltage DATA
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First degree 5th degree
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Curve fitting coefficients(A、B 、C 、D 、E 、F)
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1-6mm Magnetic Levitation
Airgap_1mm Airgap_2mm Airgap_3mm Airgap_5mm Airgap_6mm Airgap_4mm
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Thank You
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