MagneticAngles

class pyarts3.arts.zeeman.MagneticAngles(*args, **kwargs)

Magnetic angles for the Zeeman effect, note that the numbers are in radians.

Overview

`Numeric`	`H`	Absolute magnetic field strength
`Numeric`	`ca`	Magnetic sin(asimuth)
`Numeric`	`cz`	Magnetic cos(zenith)
`Numeric`	`deta_du`	Derivative of eta with respect to u
`Numeric`	`deta_dv`	Derivative of eta with respect to v
`Numeric`	`deta_dw`	Derivative of eta with respect to w
`Numeric`	`dtheta_du`	Derivative of theta with respect to u
`Numeric`	`dtheta_dv`	Derivative of theta with respect to v
`Numeric`	`dtheta_dw`	Derivative of theta with respect to w
`Numeric`	`duct`	Derivative of angle constant
`Numeric`	`eta`	Magnetic angle eta
`Numeric`	`sa`	Magnetic cos(asimuth)
`Numeric`	`sz`	Magnetic sin(zenith)
`Numeric`	`theta`	Magnetic angle theta
`Numeric`	`u`	Magnetic u
`Numeric`	`uct`	Angle constant
`Numeric`	`v`	Magnetic v
`Numeric`	`w`	Magnetic w
Operator	`__eq__()`	Return self==value.
Operator	`__format__()`	Default object formatter.
Operator	`__ge__()`	Return self>=value.
Operator	`__getstate__()`	Helper for pickle.
Operator	`__gt__()`	Return self>value.
Operator	`__hash__()`	Return hash(self).
Operator	`__init__()`	__init__(self, arg0: pyarts3.arts.Vector3, arg1: pyarts3.arts.Vector2, /) -> None
Operator	`__le__()`	Return self<=value.
Operator	`__lt__()`	Return self<value.
Operator	`__ne__()`	Return self!=value.
Operator	`__repr__()`	Return repr(self).
Operator	`__str__()`	Return str(self).

Constructors

__init__(self) → None
__init__(self, arg: pyarts3.arts.zeeman.MagneticAngles) → None
__init__(self, arg0: pyarts3.arts.Vector3, arg1: pyarts3.arts.Vector2, /) → None

Attributes

Operators

__format__(format_spec, /)

Default object formatter.

Return str(self) if format_spec is empty. Raise TypeError otherwise.

__init__(self) → None
__init__(self, arg: pyarts3.arts.zeeman.MagneticAngles) → None
__init__(self, arg0: pyarts3.arts.Vector3, arg1: pyarts3.arts.Vector2, /) → None