Also I often need to check the resolution over a focus range (in object space).  It's a bit tedious repeatedly working out the magnification at each focus range to scale the MTF into object space.

Andrey,

You mean the little blue button tool which is often used to reverse a lens element?  That can be used for the whole lens but it's not "quick". 

1. You have to remember to adjust the aperture setting.  If it's set to image space f/# you have to change it to object space NA and do a calculation or change it to "float by stop size" before reversing.


2. You have to redefine the field since object is now image and vice versa, and also suffer repeated "cannot determine object coordinates" error message.


3. You can't include the object space air gap (surface 0 thickness) in the reversing process so you first have to insert a dummy surface for surface 0 and make the object distance surface 1.


4. If you want to change the object distance (say 10m to 8m) and refocus in a normal set up you can simply do a "quick focus" to adjust the lens to sensor position (ie final air gap).  When reversed you can't simply quick focus what is now the object position (surface 0 thickness).  You first have to set up a merit function and define surface 0 to be a variable.  And after all that you are optimising a lens with a very slow image conjugate which is not ideal.

Alan, It's good to see someone else wants this as well!

A quick drop down menu of image space or object space to reformat the dimensions based on paraxial magnification factor sounds like it should be easy.  I've been trying to think of possible issues.  I guess any system where the magnification is uncertain.  For example, a fish eye lens since the magnification is not a constant with field.  This would need a disclaimer in the manual.

Please add my vote for this :-)

Hi Fredrick,

You can perform work on the MFT using the GETMTF keyword and looping through the frequencies. So, briefly, if you want to do any kind of manipulation on an MTF that has a response out to, say, 50 cycles/mm, you'd have a loop like this:

for i, 1, 1, 50

getmtf i, 0, nfld(), 1, 1, 1

print 'tan', vec1(0)

print 'sag', vec1(1)

! insert your manipulations here

next i

Except for the for loop, this is just the example from the GETMTF help page, which explains the use of the function. For a given frequency and other inputs, it returns the tangential and sagittal data requested. You can process it as it reads in or after you have the whole vector set if you'd rather just save to a different array as you read the values in.