Skip to main content

Lenses and their parts & rules to draw ray diagrams for lenses

 

LENSES:

A lens is formed when a transparent material is bounded by two surfaces

of which one (or) both surfaces are spherical. That is a lens is bounded by

at least one curved surface.

Convex concave lens

Bi convex lens

Bi concave lens

Plano convex lens

Plano concave lens




Symbolically convex and concave lenses are represented as follows

Convex lens symbol

Concave lens symbol

CONVEX LENS IS ALSO CALLED AS CONVERGING LENS AND CONCAVE LENS IS ALSO CALLED AS DIVERGING LENS

PARTS OF LENSES:

In case of bi convex and bi concave lenses we have two foci and two centre of curvatures, as we get two spheres on either side, if we extend the curvatures with imaginary lines. Observe the figures below.

Concave lens parts

Convex lens parts

In the above figures F1,C1 belongs to first surface and F2,C2 belongs to second surface.

OPTIC CENTRE (P):

The midpoint on the lens is called optic centre.

CENTRE OF CURVATURE (C): The centre of the spherical surface of a lens is called centre of curvature.

PRINCIPAL AXIS:

The line passing through optic centre and centre of curvature is called principal axis.

PRINCIPAL FOCUS (F):

A Point on the principal axis where all the rays parallel to principal axis after reflection converge (in case of convex lens) to or appears to diverge from (in case of concave lens).

RADIUS OF CURVATURE (R):

The distance from centre of curvature to optic centre is called Radius of curvature.

FOCAL LENGTH (f):

The distance from focus to optic centre is called focal length.

RULES TO DRAW RAY DIAGRAMS FOR LENSES:

Rule 1:

Rule 1

the ray passing parallel to principal axis, after refraction converges to focus or appears to be diverging from focus.

Rule 2:

Rule 2

the ray passing through focus or appears to be passing through focus, after refraction becomes parallel to principal axis.

Rule 3:

Rule 3

 the ray passing through optic centre is un deviated (continues in the same path).

Rule 4:

Rule 4

 the ray passing through principal axis is un deviated as this ray also passes through optic centre.

Like reflection, here also we make use of any two rules to show the formation of image. So, the minimum number of rays required to show the formation of image are 2.

(HINT: if you have problem in understanding the rules, it’s better to choose rule3 as one of the two rules to be used. Because it’s very easy to apply)




            thank you

Comments

Popular posts from this blog

Defects of vision and correction

  WHAT HAPPENS WHEN CILIARY MUSCLES CANNOT ACCOMMODATE EYE LENS?   This happens when ciliary muscles become weak and cannot adjust the focal length of the eye lens. This may be due to ageing or some other reasons of lack of vitamins, etc When proper accommodation of eye lens is not done then it leads to defects of eye. We have mainly three defects of vision. They are:   1)     MYOPIA (SHORT SIGHTEDNESS): this defect is due to failure of adjusting maximum focal length of eye lens to 2.5 cm when seeing the far objects. The people with this defect have far point (M). And beyond far point the objects are not seen because f max for these people will be less than 2.5 cm. So image forms in front of retina. So these people can see a blur image of far objects (beyond M). So these people can see the objects only between least distance of distinct vision (L) and far point (M).   Far point: the extreme point from where an object appears clearly to a person with myopia is called f

Series and parallel connection of resistors

  TYPES OF CONNECTIONS: Electric components can be connected in two ways SERIES:   When negative terminal of first component is connected to positive terminal of second component, negative terminal of second component is connected to positive terminal of third component and so on, then the components are said to be connected in series. PARALLEL:   when the positive terminals of all the components are connected to one end and the negative terminals of all the components are connected to another end, then the components are said to be connected in parallel. HOW TO FIND EQUIVALENT RESISTANCE OF COMBINATION OF RESISTORS CONNECTED IN SERIES AND PARALLEL? RESISTORS CONNECTED IN SERIES: In series connection of resistors there is only one path for the flow of current in the circuit. Hence, the current in the circuit is equal to i. But potential difference varies depending upon the resistance of a resistor. According to Ohm’s law, Potential difference across R 1 is , V 1 = iR 1 Potential dif

Ohm's law, resistance and resistivity

 OHM’S LAW Before going to Ohm’s law let us discuss in brief about some electrical components or devices we use in electric circuits.    A Battery serves as a source of electricity in a circuit. We use mainly two measuring devices in this concept those are  Volt meter: used to measure potential difference between the two ends of a conductor. So it is always connected in parallel ( we learn about types of connections later in this chapter) Ammeter: used to measure the current passing in the circuit. So it is always connected in series. Now let us dive in to the activity did by Ohm to understand his concept. Materials required: 5 dry cells of 1.5V each, conducting wires, an ammeter, a volt meter, thin iron spoke of length 10cm, LED and key.   Procedure: Connect a circuit as shown in the above figure. Solder the conducting wires to the ends of the iron spoke. Close the key. Note the readings of current from ammeter and potential difference from volt meter in table     Now connect two cell