mpl_toolkits.axes_grid1

mpl_toolkits.axes_grid1 предоставляет набор вспомогательных классов для корректировки расположения нескольких осей с фиксированным аспектом (например, для отображения изображений). Это контрастирует с aspect свойством осей Matplotlib, которое корректирует положение одной оси.

См. Обзор mpl_toolkits.axes_grid1 для руководства по использованию axes_grid1.

<img alt="../../_images/sphx_glr_demo_axes_grid_001.png" 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

Примечание

Этот модуль содержит классы и функции, которые ранее были частью модуля mpl_toolkits.axes_grid и были удалены в версии 3.6. Дополнительные классы из этого более старого модуля также могут быть найдены в mpl_toolkits.axisartist.

Подмодули API axes_grid1:

`axes_grid1.anchored_artists`
`axes_grid1.axes_divider`	Вспомогательные классы для корректировки позиций нескольких осей во время отрисовки.
`axes_grid1.axes_grid`
`axes_grid1.axes_rgb`
`axes_grid1.axes_size`	Предоставляет классы простых единиц, которые будут использоваться с классом AxesDivider (или другими) для определения размера каждой оси.
`axes_grid1.inset_locator`	Коллекция функций и объектов для создания или размещения вставленных осей.
`axes_grid1.mpl_axes`
`axes_grid1.parasite_axes`