Virtual Labs / Convex Lens

Physics · Optics

Convex Lens

Explore how a convex lens forms images. Change the focal length and object distance, then observe how the image position, size and orientation change.

Ray diagram

The diagram shows the principal rays used to locate the image.

Schematic ray diagram. Distances are represented proportionally within the available display area.

Experiment controls

Change one variable at a time and observe the result.

10 cm
5 cm 20 cm
25 cm
5 cm 50 cm

Virtual image formation experiment ready.

Image distance 16.67 cm
Magnification −0.67×
Image type Real
Orientation Inverted

Lens formula

For a thin convex lens, the relationship between focal length, object distance and image distance can be represented by the lens formula.

1/f = 1/v − 1/u

f = focal length · u = object distance · v = image distance

Magnification is calculated from the ratio of image height to object height and can also be expressed as m = v/u using the corresponding sign convention.

Experiment procedure

  1. Set the focal length to 10 cm.
  2. Place the object beyond 2F.
  3. Observe the position and size of the image.
  4. Move the object closer to the lens and observe the changes.
  5. Place the object between F and the lens.
  6. Observe the formation of a virtual, upright and magnified image.

Observation

Record the current experiment settings so you can compare different object positions.

# f (cm) u (cm) v (cm) Magnification Type
No observations recorded yet.

You can record up to 20 observations.

Model limitations: This simulation uses the thin-lens approximation and ideal geometrical optics. Real lenses can introduce aberrations, thickness effects, dispersion and other optical behaviour that are not represented here.