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# Thread: Can someone explain hyperfocal focusing on the veiw camera?

1. I am familiar with the benefits of hyperfocal focusing from my experience with 35mm & medium format gear, and know how to achieve it on those cameras, since the lenses have it all marked out clearly on their barrels.

Is there a simple way to figure this out on a LF camera? I'd like to figure it out for all my lenses, and mark it on my camera bed for easier focusing in less than optimal situations.

Can anyone help this dummy out?

Brian

2. Is that when you drink a "Jolt" then go out shooting?

3. I am so glad you asked. I have been wondering if I was just stupid because I could not figure it out.

4. Brian,

the concept of Hyperfocal Distance does usually not apply to a View Camera. It is substituted by a more general DOF-Concept. However, a View Camera with neither tilt nor swing applied can be regarded as any other "normal" camera and may be focused at a Hyperfocal Distance. But this would be difficult in practice, because there are usually no DOF-scales and/or infinity-stops.

You may also caluclate the Hyperfocal Distance (in meters):

H = (f² / ac) / 1000 is a good guess (the exact formula is a bit more complex), where
f = focal length in mm,
a = f-stop,
c = circle of confusion (between 0.075mm and 0.1mm for 4x5", depending on your quality standard)

5. hi brian -

this website has a java applet that does all the math for you

if you plug in your format, focal length &C it will tell you the optimal everything.

a real a no-brain-use solution.

http://www.mountainstorm.com/HyperFocal/HyperFocal.html

and, if you use schneider lenses they have a chart on their website for hyperfocal distances

http://www.schneideroptics.com/info/..._field_tables/

-john

6. Hey John, I tried that site earlier today, the java applet isnt working on my computer (I'm at work), I'll check it from home this evening.

Brian

7. Originally Posted by Thilo Schmid
Brian, You may also caluclate the Hyperfocal Distance (in meters):

H = (f² / ac) / 1000 is a good guess (the exact formula is a bit more complex), where
f = focal length in mm,
a = f-stop,
c = circle of confusion (between 0.075mm and 0.1mm for 4x5", depending on your quality standard)
Would the COF for 8x10 be 4x that of 4x5?

8. Hunt around on the net for a program called f/calc, which computes hyperfocal distances and gives you the formulas and other useful info in the help screens.

It is true that if you are using tilts and swings to move the focal plane, then hyperfocal distance is less useful, but on the other hand, not every scene is amenable to tilts and swings.

9. Don't discount using hyperfocal distance for large format.

For the most part, I use shorter lenses, which don't have large image circles, and therefore, I don't always have the luxury of movements to change the plane of focus. Truth be told, most situations (i shoot) receive very little benefit from this wonderful capability.

You should know at what distance and at what f-stop is required to have the desired portion of a scene in acceptable sharpness. The hyperfocal distance allows you to put most everything in acceptable sharpness. If your shooting a meadow that leads to a mountain range than use movements and shoot it at what ever f stop you desire, but if your not so lucky as to have the perfect scene in front of you it is nice to know what to do.

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