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)
Shimpo’s manual test stands offer the
ability to obtain accurate, consistent
results without the high cost of a mo-
torized system.
Our lever operated stands are ideal for rapid testing applications
and the hand wheel stands are excellent for applications where
more precise control is necessary.
Both the lever and the hand wheel stands are available in various
capacities and can ensure accurate, consistent test results with
the addition of a Shimpo Instruments digital or mechanical force
gage.
Nearly all manufacturers’ gauges are compatible with Shimpo’s
test stands for incredible versatility. These stands are designed
for precision, balance, and durability. Therefore they are perfectly
suited for measuring a limitless range of materials such as, wire,
spring, plastic, paper cord, tubing, glass and composites.
Manual Lever & Hand Wheel
Force Test Stands
Features
FGS-100H Hand
Wheel Test Stand
• Versatile bottom mount mounting plate permits acceptance of both
standard and custom-made attachments
• Adjustable clearance setting enables testing on a wide range of samples
• Precision gear movement provides a consistent linear motion that
produces repetitively accurate results
• Modular, compact design reduces footprint, weight and cost
• Sturdy all steel construction allows exceptional durability and
extended life of the product
• Compatibility with many vendor’s force gauges facilitates flexibility
when replacing older test stands
• Optional digital length meter added to stand creates deflection
measurement testing for applications such as spring rate testing
FGS-100L Lever
Test Stand
FGS-1000H Hand
Wheel Test Stand
FGS-50S Lever
Test Stand