ANGLE AND RATES CALCULASTION TOLLS (DEGREES RADIANS ARCSECONDS & MORE.......)
Degrees to radians transformation
Arcseconds to degrees transformation
Milliarcseconds to Degrees Transformation
Radians to Arcseconds Transformation
Radians to Milliarcseconds Transformation
RPM to Degrees per second Transformation
RPM to Radians per Second Transformation
RPM to RPS (Revolutions per Second) Transformation
RPS (Revolutions per Second) to Radians per Second Transformation
RPS (Revolutions per Second) to Degrees per Second Transformation
Radians to degrees transformation
Degrees to arcseconds transformation
Degrees to Milliarcseconds Transformation
Arcseconds to Radians Transformation
Milliarcseconds to Radians Transformation
Degrees per second to RPM Transformation
Radians per Second to RPM Transformation
RPS (Revolutions per Second) to RPM Transformation
Radians per Second to RPS (Revolutions per Second) Transformation
Degrees per Second to RPS (Revolutions per Second) Transformation
Degrees & radians transformation
\(\pi\;rad = 180^{\circ}\)
\(1^{\circ} =\frac{180}{\pi} rad\)
\(1\;rad = \frac{\pi}{180} ^{\circ}\)
What is Arcsecond and Miliarcsecond?
\(1\;arcsecond\) = \(\frac{1}{3600}\) of a degree
and \(1\;miliarcsecond\) = \(\frac{1}{1000}\) of an arcsecond
What is RPM and RPS?
\(1\;RPM\) (Revolutions per minute) means an object completes one full revolution ( \(360^{\circ}\) or \(2\pi \; rad\)) every minute
Similarly, \(1\;RPS\) (Revolutions per minute) means an object completes one full revolution ( \(360^{\circ}\) or \(2\pi \; rad\)) every second
\(1RPM = 6^{\circ}/s = \frac{2\pi}{60}\; rad/s\)
\(1RPS = 360^{\circ}/s = 2\pi\; rad/s\)