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Mitutoyo 543-475B, IDC Digimatic Indicator, Resolution .0005/0.01mm X 1/25mm, 8mm Stem, Flat Back, Force 0.9N or less, Accuracy .001”/.02mm

Original price was: $285.60.Current price is: $142.80.

SKU: TEESbQ76eIUqG Category:

Description

A digital indicator of similar size to a Series 2 type dial indicator. ABSOLUTE System scale for error free, high-speed measurement. Functionality includes displaying the result of an internal calculation based on spindle displacement, according to a single-term user-defined formula (Ax), and tolerance judgement. SPC data output.

Features

  • As compact as standard Series 2 dial indicators.
  • Large, easy-to-read LCD.
  • GO/NG judgment can be performed by setting upper and lower tolerance limits. The judgment result (GO/NG) can be displayed in full-size characters.
  • The positive/negative count resulting from the spindles up/down movement can be toggled.
  • Internal calculations using the simple formula of [F(x)=Ax)] are available
  • Employing the ABSOLUTE linear encoder, the ID-C always displays the spindle “Absolute Position” from the origin at power-on. Also unlimited response speed eliminates over-speed errors.
  • The ID-C indicator face can be rotated 330 to an appropriate angle for easy reading.
  • With SPC data output.

    Technical Data
    Accuracy: Refer to the list of specifications.
    Resolution: 0.01mm/.0005″
    Display: LCD
    Length standard: ABSOLUTE electrostatic capacitance type linear encoder
    Max. Response speed: Unlimited
    Measuring force: Refer to the list of specifications
    Battery: SR44 (1 pc.), 938882
    Battery life: Approx. 5,000 hours under normal use
    Dust/Water protection level: IP42 or IP53 (dust-proof type)


    Function
    Origin-set/Preset, Zeroset, GO/NG judgment, Counting direction switching, Power ON/OFF, Data output,inch/mm
    conversion (on inch/metric models only)
    Alarm: Low voltage, Counting value composition error, Over-flow error, Tolerance limit setting error
    Internal calculations using the simple formula of [F(x)=Ax)] are available

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