Using the following lines, let us create a virtual data concerning the joint torque (Nm) and angular velocity (RPM) of an imaginary actuator system: Kx Kn dt Ts nS 29; 200; 0.001; sampling time 10; simulation time Ts/dt +1; for i = 1:nS t(i). (i-1) *dt; time variable tau (i) = Kx*sin (2*pi*0.5*t(i)) + 0.1*sin (2*pi*50*t (i)); dq (i) = Kn*cos (2*pi*0.5*t(i))*9.24; SOME CALCULATONS HERE end THEN SOME OTHE CALCULATIONS HERE Calculate the average torque T_avg. Then referring the Harmonic Drive Catalogue, choose a gear model with a gear ratio of 1:30 in accordance with the T avg value you calculated. Explain the rationale behind your choice.
Using the following lines, let us create a virtual data concerning the joint torque (Nm) and angular velocity (RPM) of an imaginary actuator system: Kx Kn dt Ts nS 29; 200; 0.001; sampling time 10; simulation time Ts/dt +1; for i = 1:nS t(i). (i-1) *dt; time variable tau (i) = Kx*sin (2*pi*0.5*t(i)) + 0.1*sin (2*pi*50*t (i)); dq (i) = Kn*cos (2*pi*0.5*t(i))*9.24; SOME CALCULATONS HERE end THEN SOME OTHE CALCULATIONS HERE Calculate the average torque T_avg. Then referring the Harmonic Drive Catalogue, choose a gear model with a gear ratio of 1:30 in accordance with the T avg value you calculated. Explain the rationale behind your choice.
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
Related questions
Question
![Using the following lines, let us create a virtual
data concerning the joint torque (Nm) and angular
velocity (RPM) of an imaginary actuator system:
Kx =
29;
Kn 200;
dt 0.001; %sampling time
10; simulation time
Ts
ns Ts/dt +1;
for i
= 1:nS
t(i)
tau (i)
=
(i-1) *dt; time variable
Kx*sin (2*pi*0.5*t (i)) +
=
0.1*sin (2*pi*50*t (i));
dq (i) = Kn*cos (2*pi*0.5*t (i))*9.24;
SOME CALCULATONS HERE
end
& THEN SOME OTHE CALCULATIONS HERE
Calculate the average torque T_avg. Then referring
the Harmonic Drive Catalogue, choose a gear model
with a gear ratio of 1:30 in accordance with the
T_avg value you calculated.
Explain the rationale behind your choice.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe0208078-e424-49a7-97a8-0d57afa23d8f%2Fb2d1462b-3af7-49f6-95af-1c3ee70bf987%2F6mwgjd_processed.png&w=3840&q=75)
Transcribed Image Text:Using the following lines, let us create a virtual
data concerning the joint torque (Nm) and angular
velocity (RPM) of an imaginary actuator system:
Kx =
29;
Kn 200;
dt 0.001; %sampling time
10; simulation time
Ts
ns Ts/dt +1;
for i
= 1:nS
t(i)
tau (i)
=
(i-1) *dt; time variable
Kx*sin (2*pi*0.5*t (i)) +
=
0.1*sin (2*pi*50*t (i));
dq (i) = Kn*cos (2*pi*0.5*t (i))*9.24;
SOME CALCULATONS HERE
end
& THEN SOME OTHE CALCULATIONS HERE
Calculate the average torque T_avg. Then referring
the Harmonic Drive Catalogue, choose a gear model
with a gear ratio of 1:30 in accordance with the
T_avg value you calculated.
Explain the rationale behind your choice.
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