.. _andersonianremote:

AndersonianRemote
-----------------

.. py:class:: AndersonianRemote

    An Andersoninan remote stress

    .. py:method:: setTheta(v: float)

        Set the orientation of the maximum prinipal stress according to the North in degrees and clock-wize

        :param float v: The value

    .. py:method:: setSh(fct: CoordinateFunctor)

        Set the minimum principal stress value from a lambda

        **Parameter** :ref:`CoordinateFunctor` fct: The lambda

    .. py:method:: setSh(v: float)

        Set the minimum principal stress value as a constant

        :param float v: The value

    .. py:method:: setSH(fct: CoordinateFunctor)

        Set the maximum principal stress value from a lambda

        **Parameter** :ref:`CoordinateFunctor` fct: The lambda

    .. py:method:: setSH(v: float)

        Set the maximum principal stress value as a constant

        :param float v: The value

    .. py:method:: setSv(fct: CoordinateFunctor)

        Set the vertical principal stress value from a lambda

        **Parameter** :ref:`CoordinateFunctor` fct: The lambda

    .. py:method:: setSv(v: float)

        Set the vertical principal stress value as a constant

        :param float v: The value

    .. py:method:: valueAt(p: Coordinate) -> StressTensor

        Get the stress at p

        **Parameter** :ref:`Coordinate` p: The point coordinates
        :return: The stress tensor as a flat array `[xx, xy, xz, yy, yz, zz]`

    .. py:method:: tractionAt(p: Coordinate, n: Coordinate) -> Coordinate

        Get the traction at p given the normal n

         **Parameter** :ref:`Coordinate` p: The point coordinates

         **Parameter** :ref:`Coordinate` n: The normal to the plane
         
        :return: The traction vector

    Usage
    -----
.. code-block:: python

    remote = AndersonianRemote()
    remote.setTheta(35)
    remote.setSh(lambda p: [0, 0, 0, 0, 0, 1000*p[2]])
    remote.setSH(lambda p: [0, 0, 0, 0, 0, 1000*p[2]])
    remote.setSv(-1)
    model.addRemote(remote)