conic_perspective-1.0.0

Colles’ conic perspecitve projection.

Description

Corresponds to the COP projection in the FITS WCS standard.

See conic for the definition of the full transformation.

The transformation is defined as:

\[\begin{split}C &= \sin \theta_a \\ R_\theta &= \frac{180^\circ}{\pi} \cos \eta [ \cot \theta_a - \tan(\theta - \theta_a)] \\ Y_0 &= \frac{180^\circ}{\pi} \cos \eta \cot \theta_a\end{split}\]

Invertibility: All ASDF tools are required to provide the inverse of this transform.

Outline

• Schema Definitions
• Original Schema

Schema Definitions

This node must validate against all of the following:

• conic-1.0.0

Original Schema

%YAML 1.1
---
$schema: "http://stsci.edu/schemas/yaml-schema/draft-01"
id: "http://stsci.edu/schemas/asdf/transform/conic_perspective-1.0.0"
title: |
  Colles' conic perspecitve projection.

description: |
  Corresponds to the `COP` projection in the FITS WCS standard.

  See
  [conic](ref:schemas/conic-1.0.0)
  for the definition of the full transformation.

  The transformation is defined as:

  $$C &= \sin \theta_a \\
    R_\theta &= \frac{180^\circ}{\pi} \cos \eta [ \cot \theta_a - \tan(\theta - \theta_a)] \\
    Y_0 &= \frac{180^\circ}{\pi} \cos \eta \cot \theta_a$$

  Invertibility: All ASDF tools are required to provide the inverse of
  this transform.

allOf:
  - $ref: "conic-1.0.0"
...