Auto Collimator

LAC-SA

1
Laser auto collimator
Estimate separately

Product documentation

Features

  • Laser auto collimator is a measurement unit that is used for measurement of angle displacement (yawing, pitching).
  • High stability is secured by applying the semiconductor laser for optical source and the CMOS sensor.
  • Due to application of visible light semiconductor laser, beams are visible, and therefore, setting can be easily done.
  • Touch panel displays provide intuitive operations.
  • The external interface is equipped with an RS 232C.
  • The counter can display the received light beam status and has a pass/fail decision function.
  • A wide variety of measurement mirrors, adjustable bases for optical axis alignment, tripods, and other options are available.

Specifications

Optical sourceSemiconductor laser
Detection sectionCMOS sensor
Power sourceAC100 to 240V (AC adapter)
Accuracy-assurance operating temperature20 +/- 1℃
External interfaceRS-232C
Scale interval0.01" (0.1" and 1" are selectable)
Measurement range+/- 180" (simultaneous biaxial)
Reflection rate of the object4 to 100% (variable by sensitivity adjustment)
Display range-180.00 to +180.00
Measurement accuracyTo 1,000 mm distance Range Within +/- 120" +/- 0.5" Range Within +/- 180" +/- 1.0"
To 2,500 mm distance Range Within +/- 180" +/- 1.0"
External dimension of the main bodyW150mm×D253.5mm×H149mm
External dimension of the counterW250mm×D240mm×H203.5mm
WeightMain body: 7kg, Counter: 3kg

Outline

Laser auto collimator LAC-SA is the product that is inheriting features of our traditional model LAC-S and has improved functions and capabilities.
Especially, by reducing warming-up by using a semiconductor laser as a light source and a CMOS as a sensor, we have been using touch-panel displays as counters to further improve workability by displaying real beams and installing pass/fail determination functions.
In addition, with the counter function, unevenness in the environment elements are filtered and eliminated in high accuracy manner. As the basic performance, +/- 0.5" measurement accuracy is provided with an easy setting.

Major applications

  • Straightness measurement of the transfer table
  • Parallelism measurement of the edge face
  • Squareness measurement
  • Rotation angle measurement
  • Straightness measurement of the rotation guide face
  • Optical element alignment
  • Optical axis adjustment
  • Observation of moving body repeatability

Examples of applications

  • Angle and parallelism measurements of small optical parts
  • Straightness measurement of the machine tool bed
  • Measurement of disk warpage
  • Accuracy measurement of the polygon mirror segmentation
  • Position measurement at the machine assembly

Measurement principle of laser auto collimator

Optical system

Figure 1 shows the optical system. The beam that exits from the semiconductor laser will be focused onto the pinhole (P) with the aid of collecting lens (L1).
Although the laser beam is polarized light beam P horizontal to the paper surface, it spreads after exiting from the pinhole (P) first then penetrates the polarizing beam splitter (PBS), passes through the 1/4 wavelength plate and becomes a circularly polarized light from a linearly polarized light. Then, this beam will be emitted as a parallel beam by means of the collimator lens (L2) via the mirrors (M1 to M4).
This parallel beam will be reflected by the mirror for measurement (M5) and become a circularly polarized light in a reverse rotation direction. The beam will enter the 1/4 wavelength plate via the mirrors (M1 to M4) once again. At this stage, the circularly polarized light in a reverse rotation direction becomes the polarized light beam S which is perpendicular to the paper surface, then it will be reflected by the polarizing beam splitter (PBS) and enter the position detection sensor (CMOS).
What is shown in Figure 2 is the light path excluding the mirrors (M1 to M4) shown in Figure 1.When the mirror for measurement (M5) is inclined only by θ, the beam which is reflected by M5 and directed back toward its source enters the collimator lens (L2) under the condition that it remains inclined only by 2 θ and produces an image of the pinhole (P) at a position which is deviated only by d from the center line on PSD. This has such a relation as d = ftan2θ≒ 2fθ.
For this reason, detecting d enables the tilt angle θ of mirror for measurement (M5) to be found.

Example of use of LAC-SA

Straightness of guide face

The plane mirror slides a pedestal which is fixed in position along the guide face, then the amount of travel of cross-hair image which is measured by the plane mirror will be read.

Straightness measurement

In the straightness measurement, h and H of each point are measured based on θ at each measurement point according to the two-point chain method, as shown in the Figure.

There are two measurement methods. One of which is a general "method (A) by which H is calibrated while making heights at both sides uniform and a difference between max. and min. values serves as a straightness".
The other is the "minimum zone method (B)" of JIS that defines that "A height at one end remains zero ... (snip) ... Measure a difference in height between both straight lines when a gap between two parallel straight lines to each other between which a diagrammatic drawing which is drawn after measuring a height of each point is reduced to a minimum".

Measurement of rotation angle of rotary table

A multifaceted mirror is used to measure an accuracy of division of the rotary table or indexing table.
Because 360 degrees are divided into 8 equal parts in a 8-plane mirror, the mirror can act as a basis for indexing an accurate angle in 45 degrees.
Also, using a 12-plane mirror enables measurement to be made in 30 degrees.

Deflection of resilient piece

A tiny amount of change can be found by securing a reflecting mirror to a resilient piece and making observations with LAC-SA.