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Question

"Transit the telescope" of a theodolite involves

The correct answer is
rotating the telescope about its trunnion axis

Theodolite Telescope Transit Explained

Transiting a theodolite's telescope refers to a specific movement where the telescope is rotated end-over-end to face the opposite direction. This action is crucial for taking accurate readings and completing observations.

Understanding Telescope Rotation Axes

A theodolite has multiple axes of rotation:

  • Vertical Axis: Allows the entire instrument (including the telescope and horizontal circle) to rotate horizontally.
  • Trunnion Axis (or Horizontal Axis): An axis perpendicular to the vertical axis, allowing the telescope to pivot vertically (up and down).
  • Line of Collimation: The imaginary line passing through the optical center of the telescope's objective lens and the intersection of the instrument's reticle lines (crosshairs).

Analyzing the Options

Let's examine the options based on the definition of transiting:

  • Option 1: Rotating the theodolite about its vertical axis. This movement is used for changing the direction the theodolite faces horizontally, often called 'centering' or changing the azimuth. It does not involve transiting the telescope itself.
  • Option 2: Rotating the telescope about its trunnion axis. This is the correct definition. Transiting involves flipping the telescope over by rotating it 180 degrees on the trunnion axis. This brings the objective lens to the opposite side of the vertical axis.
  • Option 3: Rotating the telescope about its line of collimation. The line of collimation is the line of sight. Rotating *about* this line isn't a standard description for transiting; rather, the telescope rotates *relative* to this line on the trunnion axis.
  • Option 4: Rotating the theodolite by 90° in the horizontal plane. This describes a specific horizontal angle measurement, not the process of transiting the telescope.

Conclusion

The action of "transiting the telescope" specifically involves rotating the telescope assembly on its trunnion axis, allowing it to flip from an upright position to an inverted one, or vice versa.

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Important Questions from Theodolite

  1. Which of the following errors is/are eliminated by taking both left and right face observations in a theodolite?
  2. When conducting a survey using a total station, a zenith angle is measured as $84°13′56″$ in the direct mode. What is the equivalent zenith angle in the reverse mode?
  3. Choose the CORRECT statement(s).
  4. Face Left and Face Right observations using a vernier theodolite will eliminate
  5. An angle of $90^\circ$ is to be laid out with a theodolite having a least count of $30''$. The angle was measured by repetition method and was found to be $90^\circ 00' 25''$. The offset value at a distance of 300 m from the theodolite to set-out the correct angle is _______ m. (Rounded off to 3 decimal places).
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