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Currently including `zh_CN` and `es` which both have very high completion ratios. Others will be added once they reach a significant percentage too. These RST files will be used by godot-docs in place of its `classes` folder after we sync with https://github.com/godotengine/godot-docs/pull/5458. The update workflow is manual for now (example for `zh_CN`): - Build `godotengine/godot` in the branch we currently track (now `3.x`) - Run `godot --doctool -l zh_CN` - Run `cd doc && make rst LANGARG=zh_CN` - Copy `doc/_build/rst/*` to `classes/zh_CN/` here - Make sure to have `classes/zh_CN/index.rst` copied from `docs/classes`
99 lines
3.4 KiB
ReStructuredText
99 lines
3.4 KiB
ReStructuredText
:github_url: hide
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.. Generated automatically by doc/tools/make_rst.py in Godot's source tree.
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.. DO NOT EDIT THIS FILE, but the VisualScriptMathConstant.xml source instead.
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.. The source is found in doc/classes or modules/<name>/doc_classes.
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.. _class_VisualScriptMathConstant:
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VisualScriptMathConstant
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========================
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**Inherits:** :ref:`VisualScriptNode<class_VisualScriptNode>` **<** :ref:`Resource<class_Resource>` **<** :ref:`Reference<class_Reference>` **<** :ref:`Object<class_Object>`
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Constantes matemáticas comúnmente usadas.
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Descripción
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----------------------
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Proporciona constantes matemáticas comunes, como Pi, en un puerto de salida de datos.
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\ **Puertos de entrada:**\
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ninguno
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\ **Puertos de salida:**\
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- Datos (variante): ``get``
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Propiedades
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----------------------
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+-----------------------------------------------------------------+-------------------------------------------------------------------+-------+
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| :ref:`MathConstant<enum_VisualScriptMathConstant_MathConstant>` | :ref:`constant<class_VisualScriptMathConstant_property_constant>` | ``0`` |
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+-----------------------------------------------------------------+-------------------------------------------------------------------+-------+
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Enumeraciones
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--------------------------
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.. _enum_VisualScriptMathConstant_MathConstant:
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.. _class_VisualScriptMathConstant_constant_MATH_CONSTANT_ONE:
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.. _class_VisualScriptMathConstant_constant_MATH_CONSTANT_PI:
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.. _class_VisualScriptMathConstant_constant_MATH_CONSTANT_HALF_PI:
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.. _class_VisualScriptMathConstant_constant_MATH_CONSTANT_TAU:
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.. _class_VisualScriptMathConstant_constant_MATH_CONSTANT_E:
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.. _class_VisualScriptMathConstant_constant_MATH_CONSTANT_SQRT2:
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.. _class_VisualScriptMathConstant_constant_MATH_CONSTANT_INF:
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.. _class_VisualScriptMathConstant_constant_MATH_CONSTANT_NAN:
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.. _class_VisualScriptMathConstant_constant_MATH_CONSTANT_MAX:
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enum **MathConstant**:
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- **MATH_CONSTANT_ONE** = **0** --- Unity: ``1``.
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- **MATH_CONSTANT_PI** = **1** --- Pi: ``3.141593``.
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- **MATH_CONSTANT_HALF_PI** = **2** --- Pi dividido por dos: ``1.570796``.
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- **MATH_CONSTANT_TAU** = **3** --- Tau: ``6.283185``.
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- **MATH_CONSTANT_E** = **4** --- Constante Matemática ``e``,base de logaritmo natural ``2.718282``.
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- **MATH_CONSTANT_SQRT2** = **5** --- Raíz cuadrada de dos: ``1.414214``.
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- **MATH_CONSTANT_INF** = **6** --- Infinito: ``inf``.
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- **MATH_CONSTANT_NAN** = **7** --- No un nombre: ``nan``.
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- **MATH_CONSTANT_MAX** = **8** --- Representa el tamaño del enum :ref:`MathConstant<enum_VisualScriptMathConstant_MathConstant>`.
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Descripciones de Propiedades
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--------------------------------------------------------
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.. _class_VisualScriptMathConstant_property_constant:
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- :ref:`MathConstant<enum_VisualScriptMathConstant_MathConstant>` **constant**
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+-----------+--------------------------+
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| *Default* | ``0`` |
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+-----------+--------------------------+
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| *Setter* | set_math_constant(value) |
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+-----------+--------------------------+
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| *Getter* | get_math_constant() |
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+-----------+--------------------------+
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La constante matemática.
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.. |virtual| replace:: :abbr:`virtual (This method should typically be overridden by the user to have any effect.)`
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.. |const| replace:: :abbr:`const (This method has no side effects. It doesn't modify any of the instance's member variables.)`
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.. |vararg| replace:: :abbr:`vararg (This method accepts any number of arguments after the ones described here.)`
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