LASER :

Measurement of distance is fundamental to hundreds of industrial, defense, and consumer needs. Of course, the measurement of level is a distance measurement.

With ranges extended up to a mile or more or as short as small fractions of an inch, they typically find applications in such disparate fields as collision avoidance systems, military target ranging, tanker car load-out, truck positioning, robotics, laser measuring tapes and industrial level control.

PSI's expertise and emphasis is level measurement, however, we can and do address a wide range of laser applications.

To accurately measure distance, the time required for light to make a round trip between the measuring device and the object is measured. PSI offers two different laser measurement methods.

The right choice for your application is dependent upon a variety of parameters.

Time of Flight Approach

The simplest, conceptually, is the time-of-flight approach that measures the elapsed time between when a short pulse of light leaves the instrument and when the returning reflected or scattered pulse is detected.

Phase Modulation Approach (hand-held)

Conceptually more complex, but electronically simpler, is to measure the phase of a modulated light beam when it leaves the instrument, and then compare that phase to the phase of the return light.


VARIOUS LA SERS OFFERED


 

 


PRINCIPLES OF OPERATION

There are three physical properties of laser light that can be exploited in the measurement of distance:

Light travels in a straight line.

This property makes feasible a variety of possible geometric methods for measuring distance, most of which depend on some form of triangulation. These methods are limited in that they require at least two spatially separate reference points.

Laser light is coherent.

The use of diffraction (destructive and constructive interference) of the light is an excellent method for measuring very short distances (inches or less) with sub-micron accuracy. The technique, however, is not easily usable for greater distances.

Light propagates through space with a very well-known velocity.

In principle, this offers an extremely accurate way to determine distances of any required length. It is technically difficult, though, to accurately time the departure/return of a light pulse traveling ~ 1 ft/ns. Resolution of 1/8 in., e.g., requires a temporal accuracy of ~ 10 ps.