cavcalc.functions.asymmetric

Physical geometric-like parameter functions associated with non-symmetric optical cavities. Most properties here are expressed only in terms of the invididual g-factors of the cavity mirrors, as inter-dependent relations between these properties are computed via target chaining in the core cavcalc code.

Note

Whilst these underlying functions are publicly accessible, it is recommended that you instead use the single-function interface calculate() for computing any of the cavity properties that you need; as that will result in a nice output object for accessing results.

Functions

Rc1_of_g1(L, g1)	Radius of curvature of first mirror of a cavity of length \(L\), with the g-factor of this mirror being \(g_1\).
Rc2_of_g2(L, g2)	Radius of curvature of end mirror of a cavity of length \(L\), with the g-factor of this mirror being \(g_2\).
divang_of_g1g2(L, wl, g1, g2)	Divergence angle of the beam, of wavelength \(\lambda\), in a cavity of length \(L\), with mirror g-factors of \(g_1\) and \(g_2\), respectively.
g1_of_Rc1(L, Rc1)	Stability factor of the first mirror of a cavity of length \(L\), where this mirror has radius of curvature \(R_{C,1}\).
g1_of_w1w2(L, wl, w1, w2)	Stability factor of the first mirror of a cavity of length \(L\), with beam radii at the mirrors of \(w_1\) and \(w_2\), respectively; where the wavelength of the beam is \(\lambda\).
g2_of_Rc2(L, Rc2)	Stability factor of the end mirror of a cavity of length \(L\), where this mirror has radius of curvature \(R_{C,2}\).
g2_of_w1w2(L, wl, w1, w2)	Stability factor of the end mirror of a cavity of length \(L\), with beam radii at the mirrors of \(w_1\) and \(w_2\), respectively; where the wavelength of the beam is \(\lambda\).
g_of_g1g2(g1, g2)	Stability factor of a cavity given mirror g-factors of \(g_1\) and \(g_2\), respectively.
modesep_of_g1g2(L, g1, g2)	Mode separation frequency of a cavity of length \(L\), with mirror g-factors of \(g_1\) and \(g_2\), respectively.
rtgouy_of_g1g2(g1, g2)	Round-trip gouy phase of a cavity with mirror g-factors of \(g_1\) and \(g_2\), respectively.
w0_of_g1g2(L, wl, g1, g2)	Radius of the beam, of wavelength \(\lambda\), at the waist position of a cavity of length \(L\), with mirror g-factors of \(g_1\) and \(g_2\), respectively.
w1_of_g1g2(L, wl, g1, g2)	Radius of the beam, of wavelength \(\lambda\), at the first mirror of a cavity of length \(L\), with mirror g-factors of \(g_1\) and \(g_2\), respectively.
w2_of_g1g2(L, wl, g1, g2)	Radius of the beam, of wavelength \(\lambda\), at the end mirror of a cavity of length \(L\), with mirror g-factors of \(g_1\) and \(g_2\), respectively.
z0_of_g1g2(L, g1, g2)	Waist position of a beam in a cavity of length \(L\), with mirror g-factors of \(g_1\) and \(g_2\), respectively.