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PHYSICS / WAVE OPTICS

Double-Slit Fringe Spacing Calculator

Estimate adjacent double-slit fringe spacing on a screen under the small-angle approximation.

  • 01 Calculated in this tab
  • 02 Values stay in this browser tab
  • 03 Use boundary

Conversion input

Known value

Filter by unit name, symbol, or code. Your current selections remain available.

Preparing the calculator...

METHOD / WORKED EXAMPLE

Understand Double-Slit Fringe Spacing

Estimate adjacent double-slit fringe spacing on a screen under the small-angle approximation. Inputs remain visible so the physical model and units can be checked instead of treated as a black box.

WORKED DEFAULT

Check the calculation with the default inputs

For 500 nm light, a 2 m screen distance, and 0.25 mm slit separation, adjacent fringes are about 0.004 m or 4 mm apart.

  1. Read the measured inputsλ, L, d
  2. Apply the physical modelΔy ≈ λL/d.
  3. Check domain and unitsThe screen is far away, angles are small, slits are coherent, and spacing is center to center.

READ THE RESULT

Interpret the output in context

The output is the approximate center-to-center separation of neighboring bright or dark fringes near the axis.

ASSUMPTIONS AND LIMITS

Know where the model stops

  • The two slits share frequency and a stable phase relation.
  • Small-angle geometry is adequate near the pattern center.

The screen is far away, angles are small, slits are coherent, and spacing is center to center.

Use internally consistent units and retain extra precision when carrying the result into another calculation.

COMMON QUESTIONS

Double-Slit Fringe Spacing Calculator FAQs

Which model does Double-Slit Fringe Spacing Calculator use?

Convert wavelength and separation to metres, multiply wavelength by screen distance, and divide by slit separation. This linear spacing is distinct from a single-slit envelope minimum angle. The calculator evaluates only the stated idealized equation and supplied values. It does not infer missing conditions, choose an experimental convention, or certify a measurement. Keep every quantity in the displayed unit and verify the model against the physical setup before relying on the result.

How should I interpret the Double-Slit Fringe Spacing Calculator result?

The output is the approximate center-to-center separation of neighboring bright or dark fringes near the axis. Large off-axis positions need exact trigonometric geometry rather than constant spacing. Numerical precision does not imply experimental accuracy. Compare the output with scale, sign, limiting cases, and an independent source, then account for uncertainty in measured inputs and constants before using it in laboratory, engineering, or safety-sensitive work.

What is outside the scope of Double-Slit Fringe Spacing Calculator?

The screen is far away, angles are small, slits are coherent, and spacing is center to center. It excludes slit-width envelopes, unequal amplitudes, finite coherence, medium dispersion, and detector sampling. The result is educational and is not a simulation, calibration, engineering approval, or safety determination. More complete models may require geometry, material response, boundary conditions, relativistic frames, dispersion, losses, uncertainty propagation, or numerical field solutions not represented by these inputs.

Use boundary

Calculation path

Convert wavelength and separation to metres, multiply wavelength by screen distance, and divide by slit separation. The page evaluates the displayed equation from your supplied values and presents both symbolic and substituted KaTeX working so the arithmetic can be checked.

Calculation path

Δy ≈ λL/d.