by Din » Sat Nov 25, 2023 9:51 am
creamierpanties wrote: ↑Sat Nov 25, 2023 7:40 am
Sorry, I forgot to post the picture supporting 488nm. The laser is a parameter of a 488nm wavelength laser.
The reason why I want to ask whether this device supports shooting holograms is that I previously purchased a meteorological ion laser to shoot holograms. The model is jdsu 2211D. The depth of field of the hologram shot with this laser is not particularly sufficient. After the optical path is lengthened to one meter, the depth of field connection will become very shallow, only about two millimeters. When I shoot with 2211D, I need to control the length of the exposure light path within 50cm, so that I can get a depth of field of about 5mm. My guess is that this argon ion laser is not coherent enough, so I want to replace it with a different laser.
Sorry, not quite sure I understand what you mean by "depth of field". In photography, this term refers to the sharpness of the image in terms of the depth of the image field. In holography, the depth of the field usually refers to the depth of the image itself, ie how far the image extends in the z direction (assuming the plane of the hologram is x-y). So, when you say: "After the optical path is lengthened to one meter", do you mean the optical path difference? That is, the length of the object is 1 m? Also, "the depth of field connection will become very shallow, only about two millimeters", are you referring to some sort of resolution?
In a hologram, the depth of the object, the difference between the point nearest to the film and the furthest from the film is determined by the coherence length. So, if you're shooting a rod of, say, 2 metres, and the coherence length of the laser is 1.5 metres, you'll effectively lose half a metre of the object ( this is not quite true, since the image does not abruptly disappear after the coherence length, it just fades away). The coherence length is given by the bandwidth of the laser, or the linewidth. The larger the bandwidth, or the linewidth, the shorter the coherence length. This (
https://www.rp-photonics.com/coherence_length.html ) is a good reference for calculating the coherence length from the linewidth, as given by your parameters.
In terms of your statement of getting a depth of field of 5mm, if you're referring to resolution, then, so long as you're within the coherence length, the resolution is theoretically the wavelength of light, half a micron. Again, this is not quite true because aberrations will limit the resolution, however, the resolution is probably ~ 1mm within reason. Bear in mind also, the resolution of the image depends on the mismatch between the source size illuminating the hologram, and the spatial coherence of the laser (which is why spatial coherence is important). Therefore, as you increase the size of the illuminant, you tend to lose detail along the depth of the image. Another important point is that the size of the illuminant refers to the size as "seen" by the hologram; the further away the hologram is from the source of the illuminant, the smaller the hologram "sees" the source and the sharper is the depth.
I am assuming you're referring to a display hologram. If you're referring to, say, an interogram another set of criteria come into play. If you give me further details on your depth of field for your application, I could be more explicit.
By the way: "here are the parameters", there are no parameters.
[quote=creamierpanties post_id=72977 time=1700916000 user_id=11861]
Sorry, I forgot to post the picture supporting 488nm. The laser is a parameter of a 488nm wavelength laser.
The reason why I want to ask whether this device supports shooting holograms is that I previously purchased a meteorological ion laser to shoot holograms. The model is jdsu 2211D. The depth of field of the hologram shot with this laser is not particularly sufficient. After the optical path is lengthened to one meter, the depth of field connection will become very shallow, only about two millimeters. When I shoot with 2211D, I need to control the length of the exposure light path within 50cm, so that I can get a depth of field of about 5mm. My guess is that this argon ion laser is not coherent enough, so I want to replace it with a different laser.
[/quote]
Sorry, not quite sure I understand what you mean by "depth of field". In photography, this term refers to the sharpness of the image in terms of the depth of the image field. In holography, the depth of the field usually refers to the depth of the image itself, ie how far the image extends in the z direction (assuming the plane of the hologram is x-y). So, when you say: "After the optical path is lengthened to one meter", do you mean the optical path difference? That is, the length of the object is 1 m? Also, "the depth of field connection will become very shallow, only about two millimeters", are you referring to some sort of resolution?
In a hologram, the depth of the object, the difference between the point nearest to the film and the furthest from the film is determined by the coherence length. So, if you're shooting a rod of, say, 2 metres, and the coherence length of the laser is 1.5 metres, you'll effectively lose half a metre of the object ( this is not quite true, since the image does not abruptly disappear after the coherence length, it just fades away). The coherence length is given by the bandwidth of the laser, or the linewidth. The larger the bandwidth, or the linewidth, the shorter the coherence length. This ( https://www.rp-photonics.com/coherence_length.html ) is a good reference for calculating the coherence length from the linewidth, as given by your parameters.
In terms of your statement of getting a depth of field of 5mm, if you're referring to resolution, then, so long as you're within the coherence length, the resolution is theoretically the wavelength of light, half a micron. Again, this is not quite true because aberrations will limit the resolution, however, the resolution is probably ~ 1mm within reason. Bear in mind also, the resolution of the image depends on the mismatch between the source size illuminating the hologram, and the spatial coherence of the laser (which is why spatial coherence is important). Therefore, as you increase the size of the illuminant, you tend to lose detail along the depth of the image. Another important point is that the size of the illuminant refers to the size as "seen" by the hologram; the further away the hologram is from the source of the illuminant, the smaller the hologram "sees" the source and the sharper is the depth.
I am assuming you're referring to a display hologram. If you're referring to, say, an interogram another set of criteria come into play. If you give me further details on your depth of field for your application, I could be more explicit.
By the way: "here are the parameters", there are no parameters.