tams.idealized.Blob

tams.idealized.Blob#

class tams.idealized.Blob(center=(0, 0), width=1, *, height=None, angle=0, depth=20, tendency=None)#

An elliptical blob that can be used to represent a cloud element (or part of one, if blobs are overlapping).

Parameters:
  • center (array-like of float) – Center of the blob. Shape (2,): (\(x\), \(y\)) (lon, lat) degrees.

  • width (float) – Width of the blob (along the x-axis before rotation).

  • height (float | None) – Height of the blob (along the y-axis before rotation). Assumed same as width if not provided (i.e., circular blob).

  • angle (float) – Angle of rotation (degrees). When angle is 0, width is along the x-axis. Positive angles are counter-clockwise.

  • depth (float) – Relative to the environment/background, the well depth of the center of the blob. Higher depth means a larger negative anomaly. In TAMS, 235 K cloud-top temperature is used to define cloud elements, while 219 K areas are assumed to represent embedded overshooting tops.

  • tendency (dict, optional) – Tendency in any of the blob parameters above (center, width, height, angle, depth). Units: per hour. You can also use set_tendency() to set the tendency after creating the blob. The default tendency is 0 for all parameters.

__init__(center=(0, 0), width=1, *, height=None, angle=0, depth=20, tendency=None)#
Parameters:
Return type:

None

Methods

copy()

Return a copy of the blob.

evolve(hours, /)

Evolve the blob in place by the given number of hours.

get_tendency([key, copy])

Get the current tendency of one or all (default) of the ellipse parameters.

merge(other)

Merge with another blob, creating a new blob with area-weighted-average characteristics.

set_tendency(**kwargs)

Set in place the tendency of one or more of the ellipse parameters in per hour units.

split([n])

Split the blob into n smaller blobs that line up along the minor axis.

to_geopandas(*[, crs])

Convert the blob to a GeoPandas GeoSeries, using the polygon.

to_patch(**kwargs)

Convert the blob to a Matplotlib Ellipse patch.

well(x, y)

Parabolic well function.

Attributes

polygon

The ellipse as a shapely.Polygon.

ring

The ellipse perimeter as a shapely.LinearRing.