4 To illustrate how apparent resistivity is calculated from
Solution
One complete cycle of the wave is related to Associate in Nursing \"angular\" displacement of
2 radians. omega
The part is that the angle of an indication portion, it\'s laid out in angular degrees and
provides a relevance the reference worth of the whole signal. For periodic signals is that the
total point in time of 360 degrees and a amount up to the amount length.
A typical question: what\'s the frequency and also the point in time of a curving waveform?
Does \"one\" signal will extremely have a phase?
Two \"in-phase\" waves have a part (angle) of = zero degrees.
If the frequency = zero cycles/second, then there\'s no AC voltage - that is simply DC. Then there\'ll be no
phase angle gift.
Phase angle (deg) Phase-Laufzeit
(Time shift) Time distinction Laufzeit-Phase
Frequency Frequenz-Phase
= c / f and c = 343 m/s at 20°C.
Calculation between point in radians (rad), the time shift or time delay t,
and the frequency f is:
Phase angle (rad) Bogen-Laufzeit
\"Bogen\" means that \"radians\". (Time shift) Time distinction Laufzeit-Bogenwinkel
Frequency Frequenz-Bogenwinkel
Time = path length / speed of sound
