Synthesis of improved zero-impedance converter

• US 5,001,770 A
• Filed: 12/26/1989
• Issued: 03/19/1991
• Est. Priority Date: 12/26/1989
• Status: Expired due to Fees

• Current Assignee: Ljubomir D. Varga, Losic, Novica A.
• Original Assignee: Ljubomir D. Varga, Losic, Novica A.
• Inventors: Losic, Novica A., Varga, Ljubomir D.
• Primary Examiner(s): Shoop, Jr., William M.
• Assistant Examiner(s): MARTIN, DAVID S
• Application Number:
  US07/457,158
• Time in Patent Office: 448 Days
• Field of Search: 323/285-287, 363/21, 363/97, 318/615-618, 318/650, 318/798, 318/807, 318/811, 318/812, 388/825-829, 388/830-831, 388/804, 388/811, 388/809-815
• US Class Current: 388/811
• CPC Class Codes: H02P 23/16 Controlling the angular speed of one shaft H02P23/18 takes precedence

Abstract

A method of synthesizing a system which forces a finite value of an impedance to zero comprising positive current feedback of exactly specified nature and value of its transfer function and an internal negative voltage feedback ensuring inherent stability of the system. The converter is used to synthesize electric motor drive systems, incorporating any kind of motor, of infinite disturbance rejection ratio and zero-order dynamics and without position and velocity feedback.

Claims

1. A method for synthesizing improved zero-impedance converter comprising:

accepting a source of electrical energy of a constant voltage at an input,

coupling mechanically a shaft of an electric motor to a load to be driven at an output,

controlling a power flow from said input to said output,

modulating a power converter for the control of said power flow in a pulse width modulation manner,

supplying a total control signal for modulating said power converter, supplying a voltage feedback signal from a voltage applied to said electric motor,

feeding back said voltage feedback signal through a voltage feedback circuit in a negative feedback loop with respect to a direct path signal,

passing a voltage error signal, obtained as an algebraic sum of said direct path signal and said voltage feedback signal fed through said voltage feedback circuit, through a forward circuit;

thereby producing a forward control signal proportional to the algebraic sum of said direct path signal and said voltage feedback signal,

sensing a current through said electric motor,

feeding back the sensed current signal through a current feedback circuit in a positive feedback loop with respect to said forward control signal and summing the two signals,

supplying said total control signal, obtained as the sum of said forward control signal and the current signal fed through said current feedback circuit, for modulating said power converter for the control of the flow of power from the input electrical source to the output mechanical load, whereby impedance of said electric motor is being forced to zero making an angular shaft speed and position independence of said load and making a transfer function from said direct path signal to said angular shaft speed a constant independence of electrical and mechanical time constants of said electric motor coupled to said load.

2. The method of claim 1 wherein said current feedback circuit in said positive feedback loop is synthesized using an equation providing transfer function in laplace domain of said current feedback circuit

3. The method of claim 2 wherein said equation providing transfer function of said current feedback circuit is physically implemented, thereby implementing said current feedback circuit, in accordance with said impedance in laplace domain Z_ekv (s) of said electric motor.

4. A method for synthesizing electric motor drive system of infinite disturbance rejection ratio and zero-order dynamics comprising:

accepting a source of electrical energy of a constant voltage at an input,

coupling mechanically a shaft of an electric motor to a load to be driven at an output,

controlling a power flow from said input to said output,

modulating a power converter for the control of said power flow in a pulse width modulation manner,

supplying a total control signal for modulating said power converter,

supplying a voltage feedback signal from a voltage applied to said electric motor,

feeding back said voltage feedback signal through a voltage feedback circuit in a negative feedback loop with respect to a direct path signal,

supplying a velocity command obtained as a velocity voltage command or a differentiated position voltage command,

passing said velocity command through a direct path circuit;

thereby producing said direct path signal,

passing said velocity command through a feedforward circuit;

thereby producing a feedforward signal,

passing a voltage error signal, obtained as an algebriac sum of said direct path signal and said voltage feedback signal fed through said voltage feedback circuit, through a forward circuit;

thereby producing a forward control signal proportional to the algebraic sum of said direct path signal and said voltage feedback signal,

sensing a current through said electric motor,

feeding back the sensed current signal through a current feedback circuit in a positive feedback loop with respect to said forward control signal and said feedforward signal and summing the three signals,

supplying said total control signal, obtained as the sum of said forward control signal and said feedforward signal and the current signal fed through said current feedback circuit, for modulating said power converter for the control of the flow of power from the input electrical source to the output mechanical load, whereby impedance of said electric motor is being forced to zero making an angular shaft speed and position independent of said load and making a transfer function from said velocity voltage command or said position voltage command to said angular shaft speed or position a constant and therefore of zero order.

5. The method of claim 4 wherein said current feedback circuit in said positive feedback loop is synthesized using an equation providing transfer function in laplace domain of said current feedback circuit

6. The method of claim 5 wherein said equation providing transfer function of said current feedback circuit is physically implemented, thereby implementing said current feedback circuit, in accordance with said impedance in laplace domain Z_ekv (s) of said electric motor.

7. The method of claim 4 wherein said direct path circuit is synthesized using an equation providing transfer function of said direct path circuit

8. The method of claim 6 wherein said equation providing transfer function of said direct path circuit is physically implemented, thereby implementing said direct path circuit, as a constant gain circuit.

9. The method of claim 4 wherein said feedforward circuit is synthesized using an equation providing transfer function of said feedforward circuit

10. The method of claim 9 wherein said equation providing transfer function of said feedforward circuit is physically implemented, thereby implementing said feedforward circuit, as a constant gain circuit.