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Resolving method of rotating shaft of digital zenith instrument

A technology of rotating shafts and zenith instruments, which is applied in the fields of electrical digital data processing, instruments, and calculations, and can solve problems such as the narrow field of view of zenith instruments, the inability to accurately calibrate the focal length of telescopes, and the inability to accurately calculate the optical axis.

Inactive Publication Date: 2012-06-27
中国人民解放军第二炮兵装备研究院第五研究所
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  • Abstract
  • Description
  • Claims
  • Application Information

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Problems solved by technology

[0032] In order to control the imaging distortion of the telescope, the field of view of the general zenith instrument is very narrow (the field of view is usually only 1°~5°), and the light rays imaged by the telescope are almost parallel. At this time, the normal equation for solving the optical axis is very ill-conditioned. number reached 10 10 , the optical axis cannot be accurately calculated; at the same time, the internal parameters such as the focal length of the telescope, the coordinates of the principal point of the image, and the distortion constant cannot be calibrated accurately. Even if they are calibrated, they will change with the environment during use. Technology not feasible for digital zenith

Method used

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  • Resolving method of rotating shaft of digital zenith instrument
  • Resolving method of rotating shaft of digital zenith instrument
  • Resolving method of rotating shaft of digital zenith instrument

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Experimental program
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Effect test

Embodiment 1

[0072] Embodiment 1: a kind of digital zenith instrument rotation axis solution method, comprises the following steps:

[0073] A. Establish the imaging model of observation photos from different azimuths

[0074] For photos I and III taken in different orientations, calculate the stellar-earth coordinates according to the exposure time, stellar catalog parameters and the calculation model of stellar-earth coordinates in Appendix F and H of GJB6304-2008 "2000 China Geodetic System" The CCD plane coordinates (x i ,y i ) s ;

[0075] The initial rough coordinates of the measuring station are Then the ideal coordinates (η i , ξ i ) s :

[0076]

[0077] For the photos I and III taken in different orientations, the imaging model is established by using the least square method as follows:

[0078] η I = f 1 ...

Embodiment 2

[0092] Embodiment 2: the digital zenith instrument rotation axis solving method as described in embodiment 1, wherein the different azimuth observation photographs described in the A step are the observation photographs of azimuth difference 180 ± 10 °; Used in the A step (6 ) formula can also use an affine transformation model or a projection transformation model. In the case of a large field of view, a quadratic model with 12 parameters or a cubic model with 20 parameters can be used to solve the quadratic or cubic rotation axis equation, using Newton iteration Law.

Embodiment 3

[0093] Embodiment 3: another kind of digital zenith instrument rotation axis solution method, comprises the following steps:

[0094] a. Establish the imaging model of observation photos from different azimuths

[0095] For photos I and III taken in different orientations, calculate the stellar-earth coordinates according to the exposure time, stellar catalog parameters and the calculation model of stellar-earth coordinates in Appendix F and H of GJB6304-2008 "2000 China Geodetic System" The CCD plane coordinates (x i ,y i ) s ;

[0096] The initial rough coordinates of the measuring station are Then the ideal coordinates (η i , ξ i ) s :

[0097]

[0098] For the photos I and III taken in different orientations, the imaging model is established by using the least square method as follows:

[0099] x I = F 1 ...

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Abstract

The invention belongs to the technical field of geodesic astronomy measurements, particularly relates to the digital zenith instrument. The technical solution is as follows: a resolving method of a rotating shaft of a digital zenith instrument, comprising the following steps: (A) building an image model of symmetrical observation pictures; (B) building resolving equation of the rotating shaft and computing Charge Coupled Device (CCD) plane coordinate; (C) computing ideal coordinate and earth coordinate of the rotating shaft; and (D) iteratively computing the rotating shaft. Actual experiments verifies that the method can accurately complete resolving of the rotating shaft in the location of the zenith instrument; the national first-class astronomical measurement accuracy level (not more than 0.3 inches and mLambda is not less than 0.3 inches) can be achieved primarily according to the digital zenith instrument designed by the invention; meanwhile, inner parameters such as focal length, principal point coordinate, distortion coefficient and so on do not need to be known; and the inner parameters are difficult to standardize when the optical axis resolving principle. Due to the fitting model, the method is suitable for tiny change of the optical system in a certain range, so that the system is more practical in the field environment.

Description

technical field [0001] The invention belongs to the technical field of geodetic astronomy surveying, in particular to a digital zenith instrument. Background technique [0002] The digital zenith instrument consists of an optical telescope, a CCD imaging device, a rotating platform, a leveling device, an inclination measuring instrument, a control and timing device, measurement data processing software, a notebook computer and an instrument erection device. Among them, the CCD imaging device and the telescope are installed on the rotating platform, which can rotate the telescope to shoot stars in different directions; the leveling device is used to automatically level the instrument, and measure the instrument tilt at the moment of shooting through a high-precision tilt measuring instrument; control and keep The timing device is used for instrument leveling, rotation, exposure, control of data transmission, and provision of precise time signals; the measurement data processi...

Claims

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Application Information

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IPC IPC(8): G06F19/00
Inventor 张华伟艾贵斌魏代永林丽
Owner 中国人民解放军第二炮兵装备研究院第五研究所
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