Spec-Zone.ru › Matplotlib

matplotlib.axes.Axes.tick_params

Axes.tick_params(axis='both', **kwargs)[source]

Изменение внешнего вида делений, меток делений и линий сетки.

Свойства делений, которые не явно заданы с помощью ключевых аргументов, остаются неизменными, если reset не равно True. Для текущих настроек стиля см. Axis.get_tick_params.

Параметры:
axis{'x', 'y', 'both'}, по умолчанию: 'both'

Ось, к которой применяются параметры.

which{'major', 'minor', 'both'}, по умолчанию: 'major'

Группа делений, к которой применяются параметры.

resetbool, по умолчанию: False

Нужно ли сбросить деления до значений по умолчанию перед обновлением.

Другие параметры:
direction{'in', 'out', 'inout'}

Расположение делений внутри, снаружи или по обе стороны области графика.

lengthfloat

Длина делений в пунктах.

widthfloat

Ширина делений в пунктах.

colorцвет

Цвет делений.

padfloat

Расстояние в пунктах между делениями и метками.

labelsizefloat или str

Размер шрифта меток делений в пунктах или как строка (например, 'large').

labelcolorцвет

Цвет меток делений.

labelfontfamilystr

Шрифт меток делений.

colorsцвет

Цвет делений и меток делений.

zorderfloat

Z-порядок делений и меток делений.

bottom, top, left, rightbool

Отображать ли соответствующие деления.

labelbottom, labeltop, labelleft, labelrightbool

Отображать ли соответствующие метки делений.

labelrotationfloat

Поворот меток делений

grid_colorцвет

Цвет линий сетки.

grid_alphafloat

Прозрачность линий сетки: от 0 (прозрачные) до 1 (непрозрачные).

grid_linewidthfloat

Ширина линий сетки в пунктах.

grid_linestylestr

Любой допустимый формат Line2D стиля линий.

Примеры

ax.tick_params(direction='out', length=6, width=2, colors='r',
               grid_color='r', grid_alpha=0.5)

Это сделает все основные деления красными, направленными наружу, с размерами 6 пунктов по 2 пункта. Метки делений также будут красными. Линии сетки будут красными и полупрозрачными.

Примеры использования matplotlib.axes.Axes.tick_params

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

Создание аннотированных тепловых карт

Создание аннотированных тепловых карт
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

Маска изображения

Маска изображения

Выравнивание меток и заголовков

Выравнивание меток и заголовков
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

Свойства осей

Свойства осей

Разрыв оси

Разрыв оси
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

Графики с разными масштабами

Графики с разными масштабами

Легенда полярных координат

Легенда полярных координат
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

Демонстрация цветов

Демонстрация цветов
END_OF_DOCUMENT_MARKER

Демонстрация сетки графиков Axes

Демонстрация сетки графиков Axes

Демонстрация размещения вставок

Демонстрация размещения вставок

Демонстрация размещения вставленного окна 2

Демонстрация размещения вставленного окна 2

Выделить место для метки оси y с помощью axes_grid

Выделить место для метки оси y с помощью axes_grid

Простая разделительная ось 3

Простая разделительная ось 3
<img alt="" loading="lazy" 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

Анатомия рисунка

Анатомия рисунка
<img alt="" loading="lazy" 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

Динамика цен акций за 32 года

Динамика цен акций за 32 года

Четверть Анскомба

Четверть Анскомба

Несколько осей y с шипами

Несколько осей y с шипами

Центрирование надписей между отсчётами

Центрирование надписей между отсчётами
END_OF_DOCUMENT_MARKER
END_OF_DOCUMENT_MARKER

Локаторы и форматеры дат

Локаторы и форматеры дат

Настройка простых графиков

Настройка простых графиков

Основные и вспомогательные деления

Основные и вспомогательные деления

Переместить метки делений оси x наверх

Переместить метки делений оси x наверх

Деления осей

Деления осей

Текст в Matplotlib

Текст в Matplotlib

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