Changed naming of some headings.

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Craig Warren
2016-01-27 13:04:42 +00:00
父节点 b822a17be4
当前提交 4e663fb9ba

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@@ -38,9 +38,9 @@ The commands have been grouped into six categories:
* **Essential** - required to run any model, such as the domain size and spatial discretization * **Essential** - required to run any model, such as the domain size and spatial discretization
* **General** - provide further control over the model * **General** - provide further control over the model
* **Media** - used to introduce different materials into the model * **Material** - used to introduce different materials into the model
* **Object construction** - used to build geometric shapes with different constitutive parameters * **Object construction** - used to build geometric shapes with different constitutive parameters
* **Excitation and output** - used to place source and output points in the model * **Source and output** - used to place source and output points in the model
* **PML** - provide advanced customisation and optimisation of the absorbing boundary conditions * **PML** - provide advanced customisation and optimisation of the absorbing boundary conditions
Essential commands Essential commands
@@ -221,8 +221,8 @@ For example to save a snapshot of the electromagnetic fields in the model at a s
.. _materials: .. _materials:
Media commands Material commands
============== =================
Built-in materials Built-in materials
------------------ ------------------
@@ -623,8 +623,8 @@ For example, to apply 100 blades of grass that vary in height between 100 and 15
* The grass is modelled using a single-pole Debye formulation with properties :math:`\epsilon_{rs} = 18.5087`, :math:`\epsilon_{\infty} = 12.7174`, and a relaxation time of :math:`\tau = 1.0793 \times 10^{-11}` seconds (http://dx.doi.org/10.1007/BF00902994). If you prefer, gprMax will use your own definition for grass if you use a material named ``grass``. The geometry of the blades of grass are defined by the parametric equations: :math:`x = x_c +s_x {\left( \frac{t}{b_x} \right)}^2`, :math:`y = y_c +s_y {\left( \frac{t}{b_y} \right)}^2`, and :math:`z=t`, where :math:`s_x` and :math:`s_y` can be -1 or 1 which are randomly chosen, and where the constants :math:`b_x` and :math:`b_y` are random numbers based on a Gaussian distribution. * The grass is modelled using a single-pole Debye formulation with properties :math:`\epsilon_{rs} = 18.5087`, :math:`\epsilon_{\infty} = 12.7174`, and a relaxation time of :math:`\tau = 1.0793 \times 10^{-11}` seconds (http://dx.doi.org/10.1007/BF00902994). If you prefer, gprMax will use your own definition for grass if you use a material named ``grass``. The geometry of the blades of grass are defined by the parametric equations: :math:`x = x_c +s_x {\left( \frac{t}{b_x} \right)}^2`, :math:`y = y_c +s_y {\left( \frac{t}{b_y} \right)}^2`, and :math:`z=t`, where :math:`s_x` and :math:`s_y` can be -1 or 1 which are randomly chosen, and where the constants :math:`b_x` and :math:`b_y` are random numbers based on a Gaussian distribution.
Excitation commands Source and output commands
=================== ==========================
#waveform: #waveform:
---------- ----------