Relating phase difference in a signal with its frequency

1. What is the relationship between frequency and phase difference?
2. What is the relationship between phase and frequency of a signal?
3. How do you find the phase difference between two waves with the same frequency?
4. Does same frequency means same phase difference?

What is the relationship between frequency and phase difference?

The frequency is inversely proportional to the time interval for 1 degree of phase. The frequency of a signal is given by f, and the time the (in secs) regarding one degree of phase is the = 1 / (360f) = T / 360.

What is the relationship between phase and frequency of a signal?

The time interval for 1° of phase is inversely proportional to the frequency. If the frequency of a signal is given by f, then the time t_deg (in seconds) corresponding to 1° of phase is t_deg = 1 / (360f) = T / 360. Therefore, a 1° phase shift on a 5 MHz signal corresponds to a time shift of 555 picoseconds.

How do you find the phase difference between two waves with the same frequency?

The phase difference between two sound waves of the same frequency moving past a fixed location is given by the time difference between the same positions within the wave cycles of the two sounds (the peaks or positive-going zero crossings, for example), expressed as a fraction of one wave cycle.

Does same frequency means same phase difference?

Yes, when you have two waves with a constant frequency with each other, they will also have a constant phase difference at all of the points in time.