Claims Analysis
Total Claims: 10
Claim 1
Independent Claim
127 words
A velocity control method for use in a servo motor having a disturbance eliminator, said velocity control method comprising the steps of: calculating a control torque input value based on a desired target velocity input value and an output velocity value of an actual mechanical model; adding a disturbance torque value to the control torque input value to input the added result to said mechanical model; inputting the control torque input value to a virtual model to calculate an estimation velocity according to the control torque input value; calculating a corrected torque based on a velocity value difference between the output velocity value of said mechanical model and the estimation velocity value of said virtual model; and reflecting the corrected torque on the control torque input value.
Claim 2
Dependent Claim
127 words
A velocity control method for use in a servo motor having a disturbance eliminator, said velocity control method comprising the steps of: calculating a control torque input value based on a desired target velocity input value and an output velocity value of an actual mechanical model; adding a disturbance torque value to the control torque input value to input the added result to said mechanical model; inputting the control torque input value to a virtual model to calculate an estimation velocity according to the control torque input value; calculating a corrected torque based on a velocity value difference between the output velocity value of said mechanical model and the estimation velocity value of said virtual model; and reflecting the corrected torque on the control torque input value.
Claim 3
Dependent Claim
56 words
A velocity control method for use in a servo motor according to claim 1, wherein said control torque input value calculation step comprises the step of obtaining a proportional control input value by multiplying a difference value between the output velocity value of said mechanical model and the target velocity input value by a proportional constant.
Claim 4
Dependent Claim
71 words
A velocity control method for use in a servo motor according to claim 2, wherein said control torque input value calculation step further comprises the steps of: obtaining a feed forward control input value by multiplying a differentiation value of the target velocity input value by a feed forward constant; and obtaining the control torque input value by adding the feed forward control input value and the proportional control input value.
Claim 5
Dependent Claim
91 words
A velocity control method for use in a servo motor according to claim 1, wherein a relationship between an input torque and an output torque in said mechanical model is expressed as the following equation: τ*(t)=J.sub.n ·ω(t)+.increment.J(t)·ω(t)+J(t)·.omega.(t)+F.sub.f +T.sub.d in which τ*(t) is an input torque, J n is a nominal moment of inertia, ω(t) is an angular velocity, J(t) is a moment of inertia which is time-varying according to a load, .increment.J(t) is expressed as J n -J(t), F f is a frictional torque and T d is a disturbance torque.
Claim 6
Dependent Claim
91 words
A velocity control method for use in a servo motor according to claim 2, wherein a relationship between an input torque and an output torque in said mechanical model is expressed as the following equation: τ*(t)=J.sub.n ·ω(t)+.increment.J(t)·ω(t)+J(t)·.omega.(t)+F.sub.f +T.sub.d in which τ*(t) is an input torque, J n is a nominal moment of inertia, ω(t) is an angular velocity, J(t) is a moment of inertia which is time-varying according to a load, .increment.J(t) is expressed as J n -J(t), F f is a frictional torque and T d is a disturbance torque.
Claim 7
Dependent Claim
91 words
A velocity control method for use in a servo motor according to claim 3, wherein a relationship between an input torque and an output torque in said mechanical model is expressed as the following equation: τ*(t)=J.sub.n ·ω(t)+.increment.J(t)·ω(t)+J(t)·.omega.(t)+F.sub.f +T.sub.d in which τ*(t) is an input torque, J n is a nominal moment of inertia, ω(t) is an angular velocity, J(t) is a moment of inertia which is time-varying according to a load, .increment.J(t) is expressed as J n -J(t), F f is a frictional torque and T d is a disturbance torque.
Claim 8
Dependent Claim
49 words
A velocity control method for use in a servo motor according to claim 1, wherein the estimation velocity in said virtual model is expressed as the following equation: ##EQU7## in which ω(s) is an estimation velocity, T u (s) is a control torque, and s is a Laplacian variable.
Claim 9
Dependent Claim
49 words
A velocity control method for use in a servo motor according to claim 2, wherein the estimation velocity in said virtual model is expressed as the following equation: ##EQU8## in which ω(s) is an estimation velocity, T u (s) is a control torque, and s is a Laplacian variable.
Claim 10
Dependent Claim
49 words
A velocity control method for use in a servo motor according to claim 3, wherein the estimation velocity in said virtual model is expressed as the following equation: ##EQU9## in which ω(s) is an estimation velocity, T u (s) is a control torque, and s is a Laplacian variable.