Package pygeodesy :: Module geodesici :: Class Intersector |
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# Class Intersector

      object --+
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    named._Named --+
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    named._NamedBase --+
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          _IntersectBase --+
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                          Intersector

Finder of intersections between two goedesic lines, each an instance of GeodesicLineExact, wrapped GeodesicLine or GeodesicLineSolve.

See Also: Karney's C++ class Intersect for more details.

Instance Methods
__init__(self, geodesic, **name) New Intersector. |
All(self, glA, glB, X0=None, aMaX0=0, **sMaX0_C) Yield all intersection of two geodesic lines up to a limit. |
All5(self, glA, glB, X0=XDict(c=0, sA=0.0, sB=0.0, sX0=0.0), **aMaX0_sMaX0_C) Yield all intersection of two geodesic lines up to a limit. |
Closest(self, glA, glB, X0=XDict(c=0, sA=0.0, sB=0.0, sX0=0.0), **_C) Find the closest intersection of two geodesic lines. |
Closest5(self, glA, glB, X0=XDict(c=0, sA=0.0, sB=0.0, sX0=0.0)) Find the closest intersection of two geodesic lines. |
Line(self, lat1, lon1, azi1_lat2, *lon2, **name) Return a geodesic line from this `Intersector`'s geodesic, specified by two (goedetic) points or a (goedetic) point and an (initial) azimuth. |
Middle(self, glA, glB, raiser=True, **_C) Get the mid-points on two geodesic line segments. |
Middle5(self, glA, glB, raiser=True) Get the mid-points of two geodesic line segments and distances. |
Next(self, glA, glB, eps1=None, **_C) Yield the next intersection of two intersecting geodesic lines. |
Next5(self, glA, glB, **eps1) Yield the next intersection of two intersecting geodesic lines. |
Segment(self, glA, glB, proven=None, raiser=True, **_C) Find the intersection between two geodesic line segments. |
Segment5(self, glA, glB, **proven_raiser) Find the intersection between two geodesic line segments. |
toStr(self, **prec_sep_name) Return this `Intersector` as string. |
Inherited from `_IntersectBase`: `Next5s`, `intersect7`, `k2kAkB` Inherited from `named._NamedBase`: `__repr__`, `__str__`, `others`, `toRepr` Inherited from `named._Named`: `__format__`, `__imatmul__`, `__matmul__`, `__rmatmul__`, `attrs`, `classof`, `copy`, `dup`, `methodname`, `rename`, `renamed`, `toStr2` Inherited from `object`: `__delattr__`, `__getattribute__`, `__hash__`, `__new__`, `__reduce__`, `__reduce_ex__`, `__setattr__`, `__sizeof__`, `__subclasshook__`

Properties
| Delta Get the equality and tiling margin (`meter`).
Inherited from `_IntersectBase`: `R`, `a`, `datum`, `ellipsoid`, `equatoradius`, `f`, `flattening`, `geodesic` Inherited from `named._Named`: `classname`, `classnaming`, `iteration`, `name`, `named`, `named2`, `named3`, `named4`, `sizeof`, `typename` Inherited from `object`: `__class__`

Method Details

### __init__ (self, geodesic, **name) (Constructor) |
New Intersector. Arguments: `geodesic` - The geodesic (GeodesicExact, wrapped Geodesic or GeodesicSolve). `name` - Optional `name=NN` (`str`). Raises: `GeodesicError` - The eccentricity of the `geodesic`'s ellipsoid is too large or no initial convergence. Overrides: object.__init__ See Also: The Note at Karney's C++ Intersect.

### All (self, glA, glB, X0=None, aMaX0=0, **sMaX0_C) |
Yield all intersection of two geodesic lines up to a limit. Arguments: `glA` - A geodesic line (Line). `glB` - An other geodesic line (Line). `X0` - Optional origin for L1-distances (XDict) or `None` for the Middle of both lines if both are a 4-`args` Line or `InverseLine`, otherwise `XDiff_(0, 0)`. `aMaX0` - Upper limit for the angular L1-distance (`degrees`) or `None` or `0` for unlimited. `sMaX0_C` - Optional, upper limit `sMaX0=2*PI*R` for the L1-distance to `X0` (`meter`) and option `_C=False` to include the intersection lat-/ longitudes `latA`, `lonA`, `latB`, `lonB` and distances `sAB` and `aSB`. Returns: Yield an XDict for each intersection found. Raises: `GeodesicError` - Geodesic line `glA` or `glB` invalid, incompatible or ill-configured. `IntersectionError` - No convergence. Overrides: _IntersectBase.All

### All5 (self, glA, glB, X0=XDict(c=0, sA=0.0, sB=0.0, sX0=0.0), **aMaX0_sMaX0_C) |
Yield all intersection of two geodesic lines up to a limit. Returns: Yield an Intersector5Tuple`(A, B, sAB, aAB, c)` for each intersection found. See Also: Methods All for further details.

### Closest (self, glA, glB, X0=XDict(c=0, sA=0.0, sB=0.0, sX0=0.0), **_C) |
Find the closest intersection of two geodesic lines. Arguments: `glA` - A geodesic line (Line). `glB` - An other geodesic line (Line). `X0` - Optional origin for L1-closeness (XDict). `_C` - If `True`, include the lat-/longitudes `latA`, `lonA`, `latB`, `lonB` oon and distances `sAB` and `aSB` between the intersections. Returns: The intersection (XDict) or `None` if none found. Raises: `GeodesicError` - Geodesic line `glA` or `glB` invalid, incompatible or ill-configured. `IntersectionError` - No convergence.

### Closest5 (self, glA, glB, X0=XDict(c=0, sA=0.0, sB=0.0, sX0=0.0)) |
Find the closest intersection of two geodesic lines. Returns: An Intersector5Tuple`(A, B, sAB, aAB, c)` or `None` if none found. See Also: Method Closest for further details.

### Line (self, lat1, lon1, azi1_lat2, *lon2, **name) |
Return a geodesic line from this `Intersector`'s geodesic, specified by two (goedetic) points or a (goedetic) point and an (initial) azimuth. Arguments: `lat1` - Latitude of the first point (`degrees`). `lon1` - Longitude of the first point (`degrees`). `azi1_lat2` - Azimuth at the first point (compass `degrees`) if no `lon2` argument is given, otherwise the latitude of the second point (`degrees`). `lon2` - If given, the longitude of the second point (`degrees`). `name` - Optional `name=NN` (`str`). Returns: A line (from geodesic`.Line` or `.InverseLine` method) with `LINE_CAPS`. Overrides: _IntersectBase.Line

### Middle (self, glA, glB, raiser=True, **_C) |
Get the mid-points on two geodesic line segments. Arguments: `glA` - A geodesic line (Line, 4-`args`). `glB` - An other geodesic line (Line, 4-`args`). `raiser` - If `True`, check that `glA` and `glB` are a 4-`args` Line or `InverseLine` (`bool`). `_C` - If `True`, include the lat-/longitudes `latA`, `lonA`, `latB`, `lonB` of the mid-points and half-lengths `sA` and `sB` in `meter` of the respective line segments. Returns: The mid-point and half-length of each segment (XDict), `_C` above. Raises: `GeodesicError` - Geodesic line `glA` or `glB` invalid, incompatible, ill-configured or not a 4-`args Line` or other `InverseLine`.

### Middle5 (self, glA, glB, raiser=True) |
Get the mid-points of two geodesic line segments and distances. Returns: A Middle5Tuple`(A, B, sMM, aMM, c)`. See Also: Method Middle for further details.

### Next (self, glA, glB, eps1=None, **_C) |
Yield the next intersection of two intersecting geodesic lines. Arguments: `glA` - A geodesic line (Line). `glB` - An other geodesic line (Line). `eps1` - Optional margin for the euclidean distance (`degrees`) between the `(lat1, lon1)` points of both lines or `None` for unchecked. `_C` - If `True`, include the lat-/longitudes `latA`, `lonA`, `latB`, `lonB` of and distances `sAB` and `aSB` between the intersections. Returns: The intersection (XDict) or `None` if none found. Raises: `GeodesicError` - Geodesic line `glA` or `glB` invalid, incompatible, ill-configured or `(lat1, lon1)` not `eps1`-equal. `IntersectionError` - No convergence. Note: Offset `X0` is implicit, zeros.

### Next5 (self, glA, glB, **eps1) |
Yield the next intersection of two intersecting geodesic lines. Returns: An Intersector5Tuple`(A, B, sAB, aAB, c)` or `None` if none found. See Also: Method Next for further details.

### Segment (self, glA, glB, proven=None, raiser=True, **_C) |
Find the intersection between two geodesic line segments. Arguments: `proven` - Conjecture is that whenever two geodesic line segments intersect, the intersection is the one closest to the mid-points of segments. If so, use `proven=True`, otherwise find intersections on the segments and specify `proven=None` to return the first or `proven=False` the closest (`bool`). `raiser` - If `True`, check that `glA` and `glB` are a 4-`args` Line or `InverseLine` (`bool`). `_C` - If `True`, include the lat-/longitudes `latA`, `lonA`, `latB`, `lonB` of and distances `sAB` and `aSB` between the intersections. Returns: The intersection of the segments (XDict) with indicators `kA`, `kB` and `k` set or if no intersection is found, `None`. Raises: `GeodesicError` - Geodesic line `glA` or `glB` invalid, incompatible, ill-configured or not an `InverseLine` or 4-`args Line`. `IntersectionError` - No convergence. See Also: Method Middle for further details.

### Segment5 (self, glA, glB, **proven_raiser) |
Find the intersection between two geodesic line segments. Returns: An Intersector5Tuple`(A, B, sAB, aAB, c)` or `None` if none found. See Also: Method Segment for further details.

### toStr (self, **prec_sep_name) |
Return this `Intersector` as string. Returns: `Intersector` (`str`). Overrides: named._Named.toStr See Also: Ellipsoid.toStr for further details.

Property Details

### Delta Get the equality and tiling margin (`meter`). Get method: Delta(self) - Get the equality and tiling margin (`meter`). Set method: _fset_error(inst, val) - Throws an `AttributeError`, always. Delete Method: _fdel(inst) - Zap the cached/memoized `property` value.