Oh no! I can’t see a thing. I think I lost my eye sight!! Before we move on, We have… Representing the video clips available Representing the applets available Representing the websites available Introduction to Light Lesson objectives Pupils should be able to recall and use the terms for reflection, including normal, angle of incidence and angle of reflection. state that, for reflection, the angle of incidence is equal to the angle of reflection and use this principle in constructions, measurements and calculations. Lesson Trigger What is light? How do you know this is true? What evidence do you have to show this property? Teacher demonstration In these demonstrations, your teacher will use a laser pointer to illustrate some interesting phenomena related to light. Pls turn to PB page 63 for detail. Properties of Light 1 Light travels in a straight line. 2 Light travels at a speed of 3 108 m/s. 3 Light can travel through vacuum. 4 Light is a wave that carries energy (light energy) from one place to another. Reflection of Light Seeing the Light When light meets any surface, reflection of light occurs. Reflection always involves two rays – an incoming or incident ray that strikes a surface, and an outgoing or reflected ray that leaves the same surface. Reflection of Light Normal This is an imaginary line perpendicular to the surface at the point where the light strikes. It is drawn to indicate the angle of incidence i and angle of reflection r. What can you say about the angle of Laws of Reflection: incidence and angle of reflection? normal 1 angle of incidence = angle of reflection i = r i r What can you say about the orientation of the 2 The incident reflected ray and normal at the incident ray, ray, reflected ray and the normal? point of incidence all lie on the same plane. Go to Exp11a.mpg Specular Reflection Reflection is great! The fact that light reflects off objects allow us to see them. smooth surface When light reflects from a smooth surface, it maintains its geometry. Incident parallel rays are reflected as parallel reflected rays. This is called specular reflection . Diffuse Reflection When a reflecting surface is rough, diffuse reflection occurs. rough surface The law of reflection still holds, but incident parallel rays do not reflect as parallel rays any more. In diffuse reflection, the reflected rays leave the surface at so many different directions such that the image is disrupted. Specular and diffuse Reflection On a mirror or a calm water surface, reflection is specular. The image formed on such surfaces are clear and sharp. However, if the surface is rough, or the water surface is disturbed, diffuse reflection occurs. The image formed is blur. Representing Light A directed straight line is normally drawn to represent a ray, which is the path taken by light from source to target. target source A beam of light is a stream of light rays, and is represented by a number of directed straight lines. Lesson Closure Reflect on your daily encounters with light, (a) generate one other possible evidence to support the statement that 'light travels in a straight line', and discuss with your partner how you can demonstrate your statement with a safe, simple activity. (b) list two examples each for diffuse and specular reflections around you. Mirror mirror on the wall We look at mirror everyday. What we see on the mirror is called our image. How do you describe your image on a plane mirror? Characteristics of image on a plane mirror • Same size as object • As far behind the mirror as the object is in front. • Virtual, as it cannot be captured on the screen • Laterally inverted Go to Exp11b.mpg Image on a plane mirror The image of an object is formed on a plane mirror when light ray from the object incidents on the mirror. object i r plane mirror Light will reflect at a mirror surface such that the angle of incidence and reflection are equal. Drawing Ray Diagrams There are many light rays reflected from an object to reach the mirror surface. However, only some light rays will be captured by the eyes. object plane mirror To view the image of an object in a mirror, the eye should be positioned along the direction where the reflected rays from the mirror can be captured by the eye. Drawing Ray Diagrams To the eye, the light ray reaching the eye appears to come from the image behind the mirror. object plane mirror This type of image is called a virtual image because it is formed at a place where there is no light from the object. The mirror simply makes the light appear to be coming from behind it. Drawing Ray Diagrams Steps involved in drawing ray diagrams Supposing a triangular object is placed in front of a mirror. We can draw a ray diagram to show how the eye sees the image in the mirror. plane mirror object x cm x cm image 1st - draw the image of the triangle, such that it is of the same size and same shape, and as far behind the mirror as the object is in front. Drawing Ray Diagrams 2nd – draw two diverging rays from any point on the image towards where the eye is positioned. object plane mirror image 3rd – draw two diverging rays from the corresponding point on the object to the mirror to meet the reflected rays. Go to E-SimPhy_308.exe Ray diagram Practice 1 (a) Which Sarah direction S went shopping withray Caroline one Sunday is the light actuallyCcoming from?afternoon. Both girls stood in frontdirection of a shop admiring theray window Which does the light seemsdisplay. to reach Sarah’s eye? (i) (ii) Mark Caroline’s image on the glass window, at appropriate position. Draw ray diagrams to show how Sarah can see her friend by reflection on the shop window glass. Where should you mark Caroline’s image on the glass window? Why? S wall C Shop window wall Ray diagram Practice 1 (b)Which Caroline movesis away from Sarah to a new C’ to look direction thethe light ray actually coming from? does light ray seems to location reach Sarah’s eye?at the display at the next shop. S C i wall (i) (ii) (ii) Shop window C’ r wall Mark Caroline’s new image position Show by ray diagram, whether Sarah can still see her friend by reflection. Explain how your ray diagram helps you conclude on whether Caroline can be seen by reflection. Light rays from Caroline can still be reflected on the glass window, obeying the Laws of Reflection, where i = r. Beyond classroom activity Fun with Billiard Visit the website below to practise your billiard skill! Have fun playing and learning the Physics of billiard, and see how the Laws of Reflection can be applied in playing billiard. Lesson Closure Enrichment / Extension Think about the various type of mirror you encounter in your daily life. (a) Look at the image formed. Can you explain the difference in the images formed from the one you use everyday in your bathroom? (b) Compare and contrast the type of surfaces of such mirrors, and explain why the images formed are different from one another? Refraction of Light Lesson objectives Pupils should be able to ◙ recall and use the terms for refraction, including normal, angle of incidence and angle of refraction. ◙ recall and apply the relationship, sin i sin r = constant to new situation or to solve related problems. ◙ define refractive index of a medium in terms of the ratio of speed of light in vacuum and in the medium. Refraction of Light Behaviour of light When a beam of light encounters an obstacle in its path, a number of things can happen: 1 Reflection - 2 Refraction - 3 Absorption - The degree of each effect depends on the nature of the materials the light is incident upon. Refraction of Light Using a laser pen, a beam of light to is sent from What do you think will happen its path of water travelinto as itair. strikes the air-water boundary? When light strikes such transparent boundary, both reflection and refraction occur. refraction refraction reflection water reflection laser pointer glass refraction air reflection Refraction of Light When will refraction Why does refraction occur? occur? 1 Refraction occurs whenever light passes between transparent media of different optical densities. 2 Refraction occurs because light travel with different speed when in media of different optical densities. Refraction of Light The change in speed at the transparent boundary between two media causes light Optical density of glass > water > air > vacuum to change direction. Air has lower optical density – faster. Glass has higher optical density – slower. glass air Air has lower optical density – faster. The more optically dense the material, the slower the speed of light in that material Refraction Terminology i = angle of incidence r = angle of refraction i r incident ray air refracted ray air glass water refracted ray r incident ray i Go to E-SimPhy_304.exe Refraction Rules Light bends away from the normal when emerging from water into air, which is from an optically denser medium to an optically less dense medium. Optical density of glass > water > air > vacuum bends away from the normal bends towards the normal Light bends towards normal when entering into water from air, which is from an optically less dense medium to an optically denser medium. Summary glass air i from an optically less dense medium to an optically denser medium, i > r bends towards the normal bends away from the normal glass air r from an optically denser medium to an optically less denser medium, i < r Ray diagram Practice 2 For each of the diagram below, complete the path of blue light as it emerges from the transparent medium. Refractive Index, n The refractive index of a medium is the ratio of the speed of light in one medium relative to the speed of light in the other medium. For example, the refractive index of glass at the air-glass boundary is given as: air glass vair vglass vair v air n= v glass where v air and v glass are the speed of light in air and glass respectively. Refractive Index, n if 1 represents the angle of incidence in the less dense medium, and 2 represents the angle of refraction in the denser medium; 1 2 glass air 1 Then: sin 1 n = sin 2 2 The ratio of the two sin s gives the same refractive index , and this relationship is called Snell’s Law. Go to Exp11c.mpg Sample Problem 1 A ray of light approaches a glass-air boundary at an angle of incidence i = 30. What is the refractive index of the glass if the angle of refraction r = 49 ? glass air 49 n sin 1 = sin 2 sin 49 = sin 30 angle in less dense medium angle in less dense medium = 1.5 Go to E-SimPhy_306.exe Sample Problem 2 A ray of light approaches a water-air boundary at an angle of incident i = 35. (i) Complete the path of the light as it crosses the water-air boundary. (ii) What is the angle of refraction if the refractive index of water n = 1.3? n air water r sin 1 = sin 2 sin 35 1.3 = sin r r = 26 Refraction of Light Lesson closure - Think about it Prism disperses white light into its 7 component colours as the refractive index of each colour light is different in the glass prism. Analyse the diagram of dispersion, and infer the colour light thathas the greatest refractive index. Total Internal Reflection Lesson objectives Pupils should be able to: • explain the terms critical angle and total internal reflection. • describe the action of a thin lens on a beam of light. • define the focal length for a converging lens. • draw ray diagrams to illustrate the formation of real and virtual images of an object by a thin converging lens. Lesson Review Refraction occurs as light passes across the boundary between two transparent media. refraction But why does light refract? What is the cause of such behaviour? reflection glass refraction air reflection Think – Pair share (5 min) Review previous lesson on refraction. Take turn to share with your partner facts about refraction. Jot done your discussion in your Physics notebook. Total Internal Reflection The picture below be easily reproduced with a laser pointer and a transparent semicircle glass block in a darkened room. As light enters the glass block, it bends at the surface instead of traveling its original path. What do you think will happen if the angle of incidence in the glass block is increased gradually? Total Internal Reflection A light ray from water is incident on the water - air boundary. The angle of incidence is gradually increased. (i) (ii) Calculate the angle of refraction if the refractive index of water is 1.3. What do you observe about the angle of refraction as the angle of incidence is gradually increased? 26o 41o 57o air air air glass glass glass 20o 30o 40o As the angle of incidence increases, angle of refraction increases as well. What is the maximum angle of refraction that can be produced? Total Internal Reflection At a certain critical angle angle is c,greater a maximum angle of refraction = 90 produced. If the next incident than c, no more refraction willisoccur. A weak reflected ray is also produced. The reflected ray becomes very strong and intense. 90 air glass weak reflection c c air glass i> c r strong reflection Go to Exp11d.mpg if incident angle > critical angle: no light ray from the optically denser medium will be refracted. all light rays will be totally internally reflected into the optically denser medium. Critical angle and Total Internal Reflection Critical angle c is defined as the angle of incidence from a denser medium which produces an angle of refraction of 90. 90 air glass weak reflection c air glass i> c c r strong reflection Total internal reflection only occurs when: a light ray is travelling from an optically denser medium to an optically less dense medium. the angle of incidence is greater than the critical angle. Sample Practice 1 For each combination of media, which light ray (A or B) will undergo total internal reflection if the incident angle is gradually increased? Explain your choice. A glass air air water B B glass water B In both cases, light is approaching the boundary from an optically denser medium to an optically less dense medium. A gradual increase in the incident angle will produce an increasingly larger angle of refraction. Sample Practice 2 A ray of light approaches a water-air boundary at a angle of incidence c, which causes it to undergo total internal reflection. Calculate the critical angle c if the refractive index of water n = 1.3 90 air water c n sin 1 = sin 2 sin 90 1.3 = sin c c = 50 Total Internal Reflection Enrichment A laparoscope is a medical equipment inside a hollow, thin tube. It is connected to a camera and a high intensity light for doctor to see the structure inside our body. Perform an internet search to find out how total internal reflection plays a part in different fields. Be prepared to share with your classmates what you have learnt from your research next week. Thin converging lens A ray of light that is incident at an angle on a transparent boundary will undergo refraction. glass air A converging lens Converging lens is a piece of glass which is thicker at the centre and thinner at the 2 ends. What do you think will happen to a light ray incident on its surface? A converging lens is simply a piece of glass which is thicker at the centre and thinner at the edge. Another imaginary line used to mark the midpoint of the lens Principal axis - This imaginary line divides the lens into equal upper and lower halves. Optical centre - geometric centre of the lens Parallel rays from distant object will all converge at a plane called focal plane. principal focus focal plane focal length Quick Check 1 What are the names of the various parts of a thin converging lens? Are you able to name each and every one of them? 4 2 1 3 5 Quick Check 2 What happens to each of the rays as pass through A parallel beam of light notlight parallel to they the principle axisthe will converging lens? Canon youthe complete the path they will take? bend at some point focal plane. F focal plane A beam of light parallel to the principle axis will bend at the principle focus F. For simplicity, a thin converging lens is represented by a double arrowed line. F F F F 1 (a) Rays parallel to principal axis will meet at the principal focus. F (b) Rays passing though principal focus will emerge from converging lens as parallel rays. 2 Ray passing through optical centre will emerge unbent. F Sample Practice 3 An object O is placed in front of a converging lens L. (i) Draw ray diagram to show how its image is formed. Label the image as I. (ii) Describe the image formed. L The image formed is: O inverted, diminished, real F I Lesson Review A converging lens is simply a piece of glass which is thicker at the centre and thinner at the edge. What do I know? What have I learnt? Think – Pair share (5 min) Review previous lesson. Take turn to share with your partner facts about converging lens. Jot down your discussion in your Physics notebook. Trends and patterns on the images formed The type of the image produced by a converging lens are determined by the distance an object is placed away from the lens. Camera Same size photocopier Slide projector Spot light Magnifying glass Go to E-SimPhy_309.exe Challenge yourself 1 The positions of an object and its image are as shown. (i) How do you determine the position of the lens? (ii) Where is the principle focus of the lens? L F Challenge yourself 2 A thin converging lens casts an image a distance away from the centre of the lens. Given the position of the principle focus as shown below, where should the object be positioned? Object O Challenge yourself 2 Complete path of the rays show how anthe image Since boththe blue coloured rays to originate from tip ofcan thebe object formed by the converging lens. arrow, both rays should end at the tip of the image arrow. L Object O F F Summary By the end of this lesson pupils should be able to: Use the terms normal, angle of incidence and angle of reflection (for reflection). State the laws of reflection and use it in calculations and measurements. Use the terms normal, angle of incidence and angle of refraction (for refraction). Solve problems using sin i ÷ sin r. Define refractive index of a medium in terms of the ratio of speed of light in vacuum and in the medium. Explain the terms critical angle and total internal reflection. Summary Describe the action of a thin converging lens on a beam of light. Define the term focal length for a thin converging lens. Draw ray diagrams to illustrate the formation of real and virtual images of an object by a thin converging lens.