It seems to me that the ratio of their angular velocities would be
the negative reciprocal of the ratio of their radii.
dsadasd
thermoeletric
Mineral crystals are generally categorized into six different classes, depending on the number, length, and angular relationships between their axes. Their shapes or habits, however, are enormously varied. See the link below.
Conglomerate rocks can sometimes have spaces between the rocks and other times be filled in with a matrix cement, like concrete. A common place to find conglomerate is near a river. Rivers, because they move at different velocities, are able to transport and deposit rocks of all different sizes.
Angular momentum is one of three distiguishing properties of motion. It being quatized means that it cannot continuously vary, it varies only in quantum leaps between two set values.
Torque is the rate of change of angular momentum.
velosity in circular path angular
linear velocity= radius* angular velocity
If there is a rotation, "angular velocity" and "angular frequency" is the same thing. However, "angular frequency" can also refer to situations where there is no rotation.
Both have mileage.
proportional to 1/r
Here's the easiest answer: They have different names.....
the relation between math anxiety and excited intelligence
angular momentum and angular velocity
No relation, they are different schools
Angular velocity is a vector with a direction and angular speed is a scalar with no direction.
Different colors have different wavelengths