Spec-Zone.ru › Matplotlib 3.5

matplotlib.gridspec.GridSpecFromSubplotSpec

classmatplotlib.gridspec.GridSpecFromSubplotSpec(nrows, ncols, subplot_spec, wspace=None, hspace=None, height_ratios=None, width_ratios=None)[source]

Bases: matplotlib.gridspec.GridSpecBase

GridSpec, параметры расположения подграфиков которого унаследованы от указанного объекта SubplotSpec.

Параметры
nrows, ncolsint

Количество строк и столбцов в сетке.

subplot_specSubplotSpec

Объект, от которого унаследованы параметры расположения.

wspace, hspacefloat, необязательно

См. GridSpec для подробностей. Если не указаны, используются значения по умолчанию (из figure или rcParams).

height_ratiosмассив-подобный объект длиной nrows, необязательно

См. GridSpecBase для подробностей.

width_ratiosмассив-подобный объект длиной ncols, необязательно

См. GridSpecBase для подробностей.

get_subplot_params(figure=None)[source]

Возвращает словарь параметров расположения подграфиков.

get_topmost_subplotspec()[source]

Возвращает верхний SubplotSpec объект, связанный с подграфиком.

Примеры использования matplotlib.gridspec.GridSpecFromSubplotSpec

Изменение размера осей с ограниченным размещением

Изменение размера осей с ограниченным размещением

Вложенные GridSpec

Вложенные GridSpec

<img alt="Вложенные GridSpec" 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

Вложенные GridSpec

Руководство по ограниченному макетированию

Руководство по ограниченному макетированию

END_OF_DOCUMENT_MARKER
Расположение нескольких областей построения (Axes) на графике

Расположение нескольких областей построения на графике

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Licensed under the Matplotlib License Agreement.
https://matplotlib.org/3.5.1/api/_as_gen/matplotlib.gridspec.GridSpecFromSubplotSpec.html

Spec-Zone.ru

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Spec-Zone .ru
спецификации, руководства, описания, API