The ESM303 is a highly configurable single-column force tester for tension and compression measurement applications up to 300 lbF [1.5 kN], with a rugged design suitable for laboratory and production environments. Sample setup and fine positioning are a breeze with available FollowMe™ force-based positioning - using your hand as your guide, push and pull on the force gauge or load cell to move the crosshead at a variable rate of speed.
With generous travel, clearance, and depth dimensions, a wide range of tests can be performed, including break testing, cycling, limit testing to a load or distance, loadholding, elongation testing, tensile testing, compression testing, and more. Satisfy various test methods through an easy-to-use menu, allowing the configuration of test speed, force and distance limits, cycling, preload, and many other functions, all protected by a password. Save up to 50 profiles to accommodate a range of test methods.
When the ESM303’s clearance is insufficient for the application, its modular mechanical design allows for single- and double-column extensions. Modularity extends to the controller functions as well. Individual functions, such as travel measurement, cycling, loadholding, etc., may be purchased either upfront or enabled in the field through an activation code. This a-la-carte platform allows for custom configuration as appropriate for the application and budget.
Force and travel data can be output to a PC for graphing and analysis using MESUR™gauge software. Or, fully control the stand by a PC through a custom-written program with ASCII communication.
Features :
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Selectable speed setting
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Upper and lower travel limit switches
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Adjustable, removal controller with intuitive menu navigation
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Password protection of test parameters
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Stepper motor-driven, producing smooth and quiet operation with no speed variation under load
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USB output of force vs. time or force vs. travel
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Compact footprint, suitable for crowded workbenches
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Ergonomic design, with smart, clean cable management
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Integrated electronics assembly, easily removed and transported
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Adjustable mounting plate with T-slot base
Specifications :
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Load capacity: 300 lbF (1.5 kN) @ up to 24 in/min (610 mm/min)
200 lbF (1 kN) @ >24 in/min (610 mm/min)
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Maximum travel distance: 18.0 in (457 mm)
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Speed range: Standard: 0.5 - 13 in/min (13 - 330 mm/min)
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Optional: 0.02 - 45 in/min (0.5 - 1,100 mm/min)
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Speed setting accuracy: ±0.2% of setting
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Speed variation with load: ±0% (stepper motor driven)
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Travel accuracy*: ±0.002 in per 10 in (±0.05 mm per 250 mm)
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Travel resolution: 0.001 in / 0.02 mm
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Limit switch repeatability: 0.001 in (0.03 mm)
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Power: Universal input 80-240 VAC, 50/60 Hz
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Weight: 56.5 lb (25.6 kg)
Hardware and Software Options
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) 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Safety shield (ESM303-003)
Provides pinch and sample debris protection for the operator. Includes an electrical interlock, preventing test stand operation while the door is open.
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) 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Control panel tabletop mounting kit (ESM303-004)
For applications requiring remote use of the control panel. Features an adjustable viewing angle and a base with thru holes for bench mounting.
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) 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Data collection & motion control software
Consider MESUR™gauge Plus for force vs. travel or force vs. time data acquisition, plotting, analysis, reporting, as well as motion control. The software coordinates motor start / stop and data acquisition with one click.
Note: MESUR™gauge Plus does not require any optional test stand functions, such as PC Control. If force vs. travel vs. time output is required, order the Travel Indication option. See below section for details.
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) 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A wide range of force gauges and gripping fixtures |
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) 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Interface cable, gauge to test stand (09-1214)
Connects Series 7, 5 and Series 4 force gauges to the crosshead. This single cable is used to transmit data and power. The gauge's AC adapter is not required.
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![](data:image/png;base64,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) 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USB cable, test stand to PC (09-1158)
For force and travel data output and PC control.
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) 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Load cell / indicator adapter (AC1062)
Accommodates any Mark-10 indicator and Series R01 or R03 force sensors. Includes mounting hardware.
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) 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Load cell hardware kit (AC1064)
Set of hardware to adapt load cells with #10-32, 1/4-28, and 1/2-20 mounting threads.
Note that Mark-10 Series R01 and R03 load cell part numbers ending in -1 (ex: MR01-500-1) include all necessary mounting hardware for the ESM303. |
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) 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Single column extensions (ESM303-001-1 / -2 / -3)
Increase the vertical clearance for tall samples. Multiple extensions may be stacked for very long samples.
Three lengths are available - 6, 12 and 24 in [150, 300, and 600 mm].
Not compatible with the ESM303-003 safety shield.
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) 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Double column extensions (ESM303-002-1 / -2 / -3)
Accommodate up to a 20 in. [508 mm] wide sample, or ø21.5 in [ø546 mm] round sample.
Three heights are available - 6, 12 and 24 in [150, 300, and 600 mm]. Base contains rows of T-slots for fixture mounting.
Not compatible with the ESM303-003 safety shield.
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) 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Eye end adapters
Allow for quick grip installation and removal, and prevent grip rotation. Mount to common test frames, load cells, and force gauges. |