Doug Kerr
Well-known member
Esteemed colleagues, and in particular, Bart:
Imagine we have a photographic task, the sole "deliverable" of which must be an image 800 × 600 px.
My plan is to:
• Use a camera with a sensor 4000 × 3000 sensels in size
• Frame the shot to be suitable for the deliverable without cropping.
• Take the 4000 × 3000 px JPEG output.
• In post, take the entire frame and downsize it to 800 × 600 px. This is the deliverable image.
In the scene, I have principal objects at distances from 9 m to 11 m (based on my chosen camera position). I use a focal length that will provide the proper framing.
The planning challenge:
My objective with respect to DoF is an "outlook B" objective: the nearest and farthest of the principal objects should be imaged with a sharpness that is "not significantly degraded" from the sharpness for a object at the perfect focus distance.
The questions:
• At what distance should I focus the camera?
• What is the largest aperture that will allow me to meet my objective?
I assume that diffraction considerations are not in the picture.
************
My current approach would be as follows:
Background
We often find (in situations where downsampling is not involved) that using a COCDL of 1.0 times the image pixel pitch (on the sensor) in DoF calculations typically results in a situation that we can describe as: objects at the calculated field limits are imaged with a sharpness that is "not significantly degraded" from the sharpness for a object at the perfect focus distance.
So
Picking up on that, I choose a COCDL of 1/600 the picture height (on the sensor) for DoF calculations , from which (based on the needed near and far distances) will come the maximum usable aperture and then the desirable camera focus distance.
************
Now:
• Is their a fallacy in that approach?
• If so, what is it?
• If so, how can we proceed in a practical way to get a result that is comparably "valid" to the one I described for the "not-downsampled" situation.
Best regards,
Doug
Imagine we have a photographic task, the sole "deliverable" of which must be an image 800 × 600 px.
My plan is to:
• Use a camera with a sensor 4000 × 3000 sensels in size
• Frame the shot to be suitable for the deliverable without cropping.
• Take the 4000 × 3000 px JPEG output.
• In post, take the entire frame and downsize it to 800 × 600 px. This is the deliverable image.
In the scene, I have principal objects at distances from 9 m to 11 m (based on my chosen camera position). I use a focal length that will provide the proper framing.
The planning challenge:
My objective with respect to DoF is an "outlook B" objective: the nearest and farthest of the principal objects should be imaged with a sharpness that is "not significantly degraded" from the sharpness for a object at the perfect focus distance.
The questions:
• At what distance should I focus the camera?
• What is the largest aperture that will allow me to meet my objective?
I assume that diffraction considerations are not in the picture.
************
My current approach would be as follows:
Background
We often find (in situations where downsampling is not involved) that using a COCDL of 1.0 times the image pixel pitch (on the sensor) in DoF calculations typically results in a situation that we can describe as: objects at the calculated field limits are imaged with a sharpness that is "not significantly degraded" from the sharpness for a object at the perfect focus distance.
So
Picking up on that, I choose a COCDL of 1/600 the picture height (on the sensor) for DoF calculations , from which (based on the needed near and far distances) will come the maximum usable aperture and then the desirable camera focus distance.
************
Now:
• Is their a fallacy in that approach?
• If so, what is it?
• If so, how can we proceed in a practical way to get a result that is comparably "valid" to the one I described for the "not-downsampled" situation.
Best regards,
Doug