Examples of using Angular velocity in English and their translations into Arabic
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Computer
Is the angular velocity matrix.
So this right over here is angular velocity.
Let's say that the angular velocity is equal to omega radians per second.
The rate at which the angle changes with respect to time, that is angular velocity.
Degrees per day(Angular velocity), frequency.
The angular velocity chart could be display when the rotation chart squirrel cage.
Degrees per hour(Angular velocity), frequency.
Is the angular velocity of the unit vector eθ around the z axis of the cylinder.
Degrees per second(Angular velocity), frequency.
So this right over here,this 10 pi radians per second we could call this its angular velocity.
Degrees per minute(Angular velocity), frequency.
So our angular velocity, if we want revolutions per second it's going to be omega over 2 pi revolutions per second.
Radian per day(Angular velocity), frequency.
In this case it is possible tomeasure either the torque on the magnet system or the angular velocity at which the wheel spins.
Mathematically, the angular velocity is expressed as.
It is the locus of points corresponding to the locations over time of a point moving away from a fixed point with aconstant speed along a line which rotates with constant angular velocity.
Radian per second(rad/s- Angular velocity), frequency.
You could say angular velocity is equal to change in angle over a change in time.
I guess we could say the magnitude of the angular velocity times the radius.
It is known that at a certain angular velocity ellipsoidal forms cease to be the forms of equilibrium of a rotating liquid.
During 2002, voluntary head movements in the pitch, yaw and roll planes of one cosmonaut were analysed before, during and after a short space flight.During the first days of weightlessness, the angular velocity of the head movements increased.
And if it's going clockwise, the angular velocity vector would pop into the page.
It's called angular velocity because if you think about it this is telling us how fast is our angle changing, or speed of angle changing.
Or if you want to do in the calculus sense andtake instantaneous angular velocity it would be the derivative of your angle with respect to time.
Where is the angular velocity(constant), is the variation of the angle swept by the particle and It is the variation of time.
Variables[31] Type Mechanical variable Analogous electrical variable Power conjugate pair Effortvariable Torque Voltage Flow variable Angular velocity Current Hamiltonian variables Effort HamiltonianAngular momentum Flux linkage Flow Hamiltonian Angle Charge.
Just to be clear, sometimes angular velocity is actually measured in revolutions per second but the SI unit is in radians per second.
Lyapunov established that with variation in the angular velocity of revolution Maclaurin ellipsoids pass into Jacobi ellipsoids.
The curve produced by the angular velocity vector on the inertia ellipsoid, is known as the polhode, coined from Greek meaning"path of the pole".
Variables[47] Type Mechanical variable Analogous electricalvariable Power conjugate pair Across variable Angular velocity Voltage Through variable Torque Current Hamiltonian variables Across Hamiltonian Angle Flux linkage Through Hamiltonian Angular momentum Charge.