A method for simulating the influence of micro-vibration on image quality
An image quality and micro-vibration technology, applied in the field of image simulation, can solve the problem of not being able to directly obtain the visualization effect of micro-vibration on image quality.
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Embodiment 1
[0049] The simulation method of the influence of micro-vibration on image quality, in the case of camera boresight shake caused by known micro-vibration, analyzes the boresight shake, and gives the LOS shake components of different frequencies. On this basis, according to different influence mechanisms, The redistribution and distribution of pixel energy caused by LOS shaking are given, so as to realize the purpose of simulating the influence of micro-vibration on image quality.
[0050] The basic principle is: currently the ground optical remote sensing cameras are mainly TDI CCD cameras. At each imaging moment (single camera integration time), the shaking of the camera's boresight LOS will bring about two effects. One is that the energy of the ground object image caused by the large shaking is distributed to other pixels; the other is that the energy of the ground object caused by the small shaking is redistributed in adjacent pixels. These two effects generally exist at the...
Embodiment 2
[0062] 1. First, given the LOS and the image to be simulated, enter the figure 2 with image 3 Shown:
[0063] 2. According to the aforementioned simulation process, the time needs to be registered first. Registration includes two aspects. First, the time period of LOS corresponding to each row of images needs to be registered. Secondly, it is necessary to analyze the LOS during this time period. Generally speaking, the integration time of a remote sensing satellite is 10 -4 Second order, therefore, the LOS shakes as a linear motion within this time period. Physically, at 10 -4 In the order of seconds, and in the order of 10kHz, the structural vibration is already very small. Relatively large vibrations are in the frequency band of about 0.01-100Hz. Therefore, the shaking of LOS in the single-stage integration time can be considered as linear motion from a physical analysis. The maximum value of LOS wobble within the time period that can be obtained at this time. This...
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