The information on this page
is a compilation of basics intended to assist you in selecting the best
optical components and systems for your specific applications.
| Camera
Format |
Monitor
Size (diagonal) |
| 9" |
12" |
13" |
20" |
27" |
| 1/4" |
57.2X |
76.2X |
82.6X |
127X |
171.5X |
| 1/3" |
38.1X |
50.7X |
55.0X |
84.6X |
114.1X |
| 1/2" |
28.6X |
38.1X |
41.3X |
63.5X |
85.7X |
| 2/3" |
20.8X |
27.7X |
30.0X |
46.2X |
62.3X |
| 1" |
14.3X |
22.2X |
23.8X |
28.6X |
42.9X |
Points of Magnification
- As numerical aperture increases, depth of field decreases and resolution
increases.
- As magnification increases, field of view decreases.
- As magnification increases, more light may be needed.
- Magnification is developed in two ways – different lenses create different
magnifications at the camera, or camera and monitor combinations develop
magnification between themselves.
Magnification at the Camera
All cameras have a fixed sensor size. This means that no matter how large
the image is at the sensor plane, the camera will only "look at"
the portion of the subject equal to the sensor size. What the camera "sees"
is called the field of view. The lens, or lens system, of the camera controls
the magnification at the camera sensor. The lower this magnification, the
larger the field of view.
Magnification at the Monitor
When the camera image is displayed on a monitor for viewing, there is
further magnification. The diagonal of the camera sensor is expanded to
the diagonal of the monitor. Consider this example: A 1/2" camera
is being used with a 13" monitor. The 8 mm diagonal of the camera
will expand to 13" (330.2 mm) for a magnification of 41.3X. In practice,
the camera is actually overextended in order to overfill the monitor and
prevent dark edges. There is no recognized industry standard, however,
a 5-10% increase in magnification resulting in a 5-10% loss in field of
view can be assumed.
Useful Formulas
Resolution
in Line Pairs
Millimeters: (3000 x N.A.)/mm
Inches: (75,000 x N.A.)/inches |
Depth of Field
Millimeters: .0005/N.A. ²
Inches: .00002/N.A. ² |
Conversion
Factors
1 Inch = 25.4 Millimeters
1 Meter = 39.37 Inches
1 Micron = 0.001 Millimeters |
Definition of Terms
| Depth of Field |
The distance allowing acceptable image definition
to be maintained without refocusing |
| Depth of Focus |
The distance
along the optical axis at which the image is in focus. |
| Distortion |
A variation in magnification across
the field of view. |
| Field of View |
The area visible through
a lens or a lens system. |
| Magnification |
A measure of the apparent
differences in size between the object and the image. |
| Matching Pixel Size |
Matching pixel size is that which
will permit the minimum feature size to overlap two pixels. |
| Resolution (lp/mm) |
A measurement of the ability of an
optical system to reproduce (transfer) various levels of detail from
the object to the image, as shown by the degree of contrast (modulation)
in the image. |
| N.A. Image (high or low mag.) |
Measurement at the image point of
the largest cone of light rays that are exiting the optical system. |
| N.A. Object (high or low mag.) |
Measurement at the object point of
the largest cone of light rays are entering the optical system. |
| Object to Image Distance (O-I) |
The total distance from the object
to the sensor inside the camera. |
| Resolution |
The ability of a lens system to image
closely spaced points, lines and object surfaces as separate entities. |
| Resolvable Features (microns) |
Measurement of lens system's ability
to image closely spaced points, lines and object surfaces as separate
entities. |
| Working Distance (W.D.) |
The clearance or distance
between the object and the first surface of a lens system. Affects
the users’ ability to image and manipulate the sample at the same
time. |
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