radians per second造句

• It is commonly measured in degrees per second or radians per second.
• Where the units are radians per second and nepers per second respectively.
• The angular frequency \ omega \, has units of radians per second.
• The nominal angular frequency \ omega _ \ mathrm { n } ( in radians per second ) is given by
• Angular speed, however, tells the change in angle per time unit, which is measured in radians per second in the SI system.
• Where P is power in watts when \ tau is torque in newton-metres, and \ omega is angular speed in radians per second.
• Butterworth showed that a low pass filter could be designed whose cutoff frequency was normalized to 1 radian per second and whose frequency response ( gain ) was
• Centrifugal acceleration is given as r? 2; where r is the radial distance from the rotation axis and ? is the angular velocity in radians per second.
• Where \ omega is the rotor speed ( in radians per second ), R is the length of a blade, and v is the wind speed.
• For metric SI units, power is watts, torque is newton metres and angular speed is radians per second ( not rpm and not revolutions per second ).
• According to the Artificial _ gravity # Rotation article, the maximum speed of rotation is 2 revolutions per minute, or about 0.2 radians per second.
• Where is the wave's angular frequency ( usually expressed in radians per second ), and is the angular wavenumber ( usually expressed in radians per meter ).
• The angular speed and acceleration in radians per second or radians per second squared is just the same deal : arctan ( v / r ) and arctan ( a / r ) respectively.
• The angular speed and acceleration in radians per second or radians per second squared is just the same deal : arctan ( v / r ) and arctan ( a / r ) respectively.
• When calculating with SI units, the units would be for mass, kilograms; for radius, meters; and for angular velocity, radians per second and the resulting energy would be in joules.
• Where ? is the angular frequency in radians per second and " n " is the number of dB . Butterworth only dealt with filters with an even number of poles in his paper.
• Like any angular velocity, is a pseudovector; its magnitude is the angular speed the particle's frame precesses ( in radians per second ), and the direction points along the rotation axis.
• :\ omega = 2 \ pi f is the angular frequency of the RF plane wave in radians per second ( rad / s ) and f is its frequency in hertz ( Hz ).
• Where r is the drum radius, \ omega _ t is the rotational velocity in radians per second, g is the gravitational acceleration and \ beta is the angle of inclination of the drum.
• :Angular frequency is commonly measured in radians per second ( rad / s ) but, for discrete-time signals, can also be expressed as radians per sample time, which is a dimensionless quantity.