DC motor questions (1 Viewer)

2671library

New Member
Joined
Mar 9, 2014
Messages
9
Gender
Female
HSC
N/A
what happens to the coil if you increase the current in a dc motor?
 

Fizzy_Cyst

Well-Known Member
Joined
Jan 14, 2011
Messages
1,189
Location
Parramatta, NSW
Gender
Male
HSC
2001
Uni Grad
2005
Coil would experience more force, hence torque would increase, hence the coil would rotate more quickly.
 

2671library

New Member
Joined
Mar 9, 2014
Messages
9
Gender
Female
HSC
N/A
Thanks. I've got that the force exerted on the coil will increase that can be seen in the equation F=BILsin which will result in an increase in speed of rotation. But aren't torque and speed of rotation inversely proportional?
 

PhysicsMaths

Active Member
Joined
Dec 9, 2014
Messages
179
Gender
Male
HSC
2015
Thanks. I've got that the force exerted on the coil will increase that can be seen in the equation F=BILsin which will result in an increase in speed of rotation. But aren't torque and speed of rotation inversely proportional?
What makes you think that?
I think to make the rotational speed increase, more rotational kinetic energy is required, and hence, more rotational force (torque) must be experienced by the coil
So they are probably proportional
 
Last edited:

InteGrand

Well-Known Member
Joined
Dec 11, 2014
Messages
6,109
Gender
Male
HSC
N/A
What makes you think that?
I think to make the rotational speed increase, more rotational kinetic energy is required, and hence, more rotational force (torque) must be experienced by the coil
So they are probably proportional
This isn't required for the HSC Physics syllabus, but torque is actually proportional to the rate of change of rotational speed (aka angular velocity).

They are related by the equation , where is the torque, is the moment of inertia, and is the angular velocity (aka speed of rotation).
 

PhysicsMaths

Active Member
Joined
Dec 9, 2014
Messages
179
Gender
Male
HSC
2015
Cool.

I was also thinking, consider your statement: torque ∝ 1/speed of rotation
As the speed of rotation approaches 0, i.e. the motor becomes stationary, then the torque experienced by the motor approaches infinity!
Therefore, the rotational force, when rotational speed is really small is almost infinite

Clearly, this cannot be the case, therefore the opposite must be true
 

Users Who Are Viewing This Thread (Users: 0, Guests: 1)

Top