1) Light can be reflected, absorbed, or refracted. When light reflects off a flat surface, the law of reflection states that the angle of incidence equals the angle of reflection.
2) A mirror forms a virtual image that is located behind the mirror on the opposite side of the object. The image distance from the mirror is equal to the object distance from the mirror.
3) Spherical mirrors can be either converging or diverging. A converging mirror focuses parallel light rays to a focal point in front using ray diagrams to determine the characteristics of the real image formed.
Light is an electromagnetic wave that can be reflected, absorbed, or refracted. The law of reflection states that the angle of incidence equals the angle of reflection. Mirrors can form either real or virtual images. Concave mirrors focus parallel light rays to a focal point, forming real, inverted, and reduced images between the focal point and center of curvature. The mirror equation and magnification equation can be used to calculate the location and characteristics of an image formed by a spherical mirror.
This document discusses light, reflection, and mirrors. It begins by providing facts about light, including that it is a form of electromagnetic energy and part of the electromagnetic spectrum. It then discusses how light can be reflected, absorbed, or refracted. Rays are introduced as a way to represent the direction light travels. Reflection of light off mirrors is explained, including that rays are always perpendicular to wave fronts. Real images from mirrors are described as appearing on the same side of the mirror as the object. Concave and convex mirrors are contrasted, and ray diagrams are used to determine image characteristics such as size, position, and orientation for different object positions with concave mirrors. The mirror equation and magnification equation are also introduced for
This document provides an overview of light and optics concepts. It begins with the nature of light and properties of light such as reflection and refraction. It then discusses Snell's law and its application to the refraction of light. The remainder of the document focuses on mirrors and lenses, including definitions of real and virtual images, examples of different types of curved mirrors and their imaging properties, as well as examples of convex and concave lenses and how they are used to correct vision. Worked examples are provided for solving problems using the mirror and lens equations.
This document provides an overview of reflection of light and image formation using spherical mirrors. It defines key terms like focal length, radius of curvature, and center of curvature. It explains that reflection occurs when light rays bounce off a smooth, polished surface. The document also describes the laws of reflection and discusses image characteristics for plane mirrors and convex and concave spherical mirrors in different scenarios depending on the object's position. Formulas for mirror equation and magnification are also provided. Real and virtual images and signs in the sign convention are defined. Finally, uses of concave mirrors are outlined.
Today's lesson covers image formation using plane mirrors, concave mirrors, and convex mirrors. Students must learn to draw ray diagrams and solve the mirror equations to determine the characteristics of images such as orientation, size, and location. Ray diagrams use two or more principle rays to locate the image. The mirror equations describe the relationships between object and image distances and focal length. Images formed by concave mirrors can be real or virtual depending on the object position, while convex mirrors always form virtual upright images.
The document provides guidance on safety practices during the COVID-19 pandemic, including maintaining physical distance, good hygiene, wearing face masks and limiting exposure. It also discusses the properties of concave mirrors and how light rays behave when reflecting off of one. Key points covered include that concave mirrors can form real or virtual images that are upright or inverted, and can be magnified, minified or the same size as the object. Ray diagrams are demonstrated as a way to determine the characteristics of an image formed by a concave mirror.
A ray diagram is a graphical representation of the behavior of light as it passes through a lens or a mirror. Here's a basic overview of how to draw a ray diagram:
# Types of Ray Diagrams
1. *Converging Lens Ray Diagram*: Shows how light rays converge to form a real image.
2. *Diverging Lens Ray Diagram*: Shows how light rays diverge to form a virtual image.
3. *Mirror Ray Diagram*: Shows how light rays reflect off a mirror to form an image.
# Steps to Draw a Ray Diagram
1. *Draw the Lens or Mirror*: Represent the lens or mirror as a vertical line or a curved line.
2. *Draw the Object*: Draw an arrow or a line to represent the object being observed.
3. *Draw the Rays*: Draw several rays emanating from the object, each representing a different path of light.
4. *Show Refraction or Reflection*: Show how the rays bend (refract) or bounce (reflect) off the lens or mirror.
5. *Draw the Image*: Draw the image formed by the converging or diverging rays.
# Key Components of a Ray Diagram
1. *Object*: The object being observed.
2. *Lens or Mirror*: The optical component that bends or reflects light.
3. *Rays*: The paths of light as they pass through the lens or mirror.
4. *Image*: The resulting image formed by the converging or diverging rays.
5. *Focal Point*: The point at which parallel rays converge after passing through a lens.
# Tips for Drawing Ray Diagrams
1. *Use a ruler*: Draw straight lines to represent the lens or mirror and the rays.
2. *Use a pencil*: Draw lightly so you can easily erase and correct mistakes.
3. *Label the components*: Clearly label the object, lens or mirror, rays, image, and focal point.
4. *Practice, practice, practice*: The more you practice drawing ray diagrams, the more comfortable you'll become with the process.
1. The document provides information about reflection of light and image formation using spherical mirrors. It discusses the basics of reflection, types of spherical mirrors including concave and convex, and image formation based on the position of the object in front of these mirrors.
2. Formulas for mirror equation and magnification are presented, along with the sign convention used in spherical mirrors where the object distance is always negative.
3. Uses of concave mirrors are highlighted including in torches, solar devices, shaving mirrors, and dentistry due to the ability to produce magnified images.
The document discusses reflection of light and sound waves. It defines reflection as the change in direction of a ray or wave at the boundary between two mediums, causing it to return to the initial medium. Regular or specular reflection occurs on very smooth surfaces, following the laws that the incident, reflected, and normal rays are in the same plane at the point of incidence, and the angles of incidence and reflection are equal. Diffuse reflection occurs on rough surfaces, scattering the light in different directions.
This document discusses virtual and real images formed by mirrors. Virtual images cannot be projected onto a screen and are always on the opposite side of the mirror from the object. Real images can be projected onto a screen and are on the same side of the mirror as the object. Concave mirrors form real, inverted images between the focal point and center of curvature for objects beyond the center of curvature. Ray diagrams are used to determine the nature and position of images formed by concave mirrors depending on the object's position relative to the focal point and center of curvature. The mirror equation can also be used to calculate the position of images.
Reflection of the light in the mirror.pptxkriselcello
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This document provides an overview of light reflection and spherical mirrors. It begins with definitions of key concepts like reflection, convex mirrors, concave mirrors, and plane mirrors. Examples are given to illustrate the properties of each type of mirror. The key parts of spherical mirrors like the principal axis, focal point, and radius of curvature are summarized. Methods for predicting images using ray diagrams are described. The differences between images formed by concave and convex mirrors are explained. Finally, the mirror equation for calculating image properties is introduced along with sign conventions.
This document summarizes key properties of light and reflection:
1) Light propagates as an electromagnetic wave that does not require a medium and travels in straight lines at a very fast speed. Objects are visible because they reflect light into our eyes.
2) Reflection follows the law that the angle of incidence equals the angle of reflection. Reflection can be specular from smooth surfaces or diffuse from rough surfaces. Mirrors use the principle of reflection.
3) Plane mirrors form virtual upright images that are the same size and as far behind the mirror as the object is in front. The image is laterally reversed left to right. Spherical mirrors can also form images.
The document discusses the laws of reflection and image formation using spherical mirrors. It defines key terms like normal, angle of incidence, angle of reflection, focal length, pole, radius of curvature, etc. Rules for image formation using concave and convex mirrors are explained along with diagrams. Characteristics of the image like nature, position and size are defined based on the position of the object in front of the concave mirror. Sign convention for spherical mirrors is also explained. Examples of questions from NCERT on image formation and characteristics are summarized.
The document discusses the reflection of light, including the laws of reflection and how images are formed using plane mirrors and curved mirrors. It explains that light rays reflect such that the angle of incidence equals the angle of reflection, and the image formed by a plane mirror is the same distance behind the mirror as the object is in front of it. It also describes characteristics of images formed by convex and concave mirrors depending on the position of the object.
1. The document discusses the properties and behavior of light as it interacts with mirrors and lenses. It defines key terms used to describe concave and convex mirrors such as focal length, radius of curvature, and center of curvature.
2. Rules are provided for how light rays behave when hitting different types of mirrors, such as rays parallel to the principal axis passing through the focal point after reflecting off a concave mirror.
3. Examples are given of how the position, size, and nature of images formed by mirrors depend on the position of the object, such as a concave mirror always producing a diminished, virtual image between the focal point and mirror.
An image is a reproduction of an object via light that can either be real, forming on a surface, or virtual, requiring an observer. Real images are produced by concave mirrors and converging lenses, whereas virtual images are produced by flat mirrors. A real image occurs where rays converge and a virtual image where rays appear to converge. Concave mirrors form real images when the object is outside the focal point and virtual images when inside the focal point. Lenses also form real or virtual images depending on if the object is outside or inside the focal point. Diffraction occurs when light encounters an obstacle comparable in size to its wavelength, spreading the waves and creating interference patterns like Newton's rings.
This document provides an overview of geometric optics, including the ray model of light, reflection, refraction, and image formation using plane mirrors, spherical mirrors, and thin lenses. Key concepts covered include the types of images that can be formed (real or virtual), sign conventions, lateral magnification, focal points and lengths, and graphical methods for solving problems involving mirrors and lenses. Sample problems are worked through as examples.
Light propagates in straight lines and can be reflected, refracted, and diffracted when interacting with matter. Reflection occurs when light hits a smooth surface and bounces back into the same medium at the same angle. Regular reflection occurs from plane mirrors where the angle of incidence equals the angle of reflection. Spherical mirrors can be concave or convex. Concave mirrors form real, inverted images, while convex mirrors form virtual, upright images. The mirror equation relates the focal length and distances of the object and image.
The document discusses the reflection of light, including the laws of reflection which state that the angle of incidence equals the angle of reflection and that the incident ray, reflected ray, and normal all lie in the same plane. It also discusses image formation using plane mirrors, including that the image is laterally inverted and as far behind the mirror as the object is in front of it. Convex and concave mirrors are also discussed, including their focal points and how light rays behave depending on the object's position relative to the focal point.
1. The document provides information about reflection of light and image formation using spherical mirrors. It discusses the basics of reflection, types of spherical mirrors including concave and convex, and image formation based on the position of the object in front of these mirrors.
2. Formulas for mirror equation and magnification are presented, along with the sign convention used in spherical mirrors where the object distance is always negative.
3. Uses of concave mirrors are highlighted including in torches, solar devices, shaving mirrors, and dentistry due to the ability to produce magnified images.
The document discusses reflection of light and sound waves. It defines reflection as the change in direction of a ray or wave at the boundary between two mediums, causing it to return to the initial medium. Regular or specular reflection occurs on very smooth surfaces, following the laws that the incident, reflected, and normal rays are in the same plane at the point of incidence, and the angles of incidence and reflection are equal. Diffuse reflection occurs on rough surfaces, scattering the light in different directions.
This document discusses virtual and real images formed by mirrors. Virtual images cannot be projected onto a screen and are always on the opposite side of the mirror from the object. Real images can be projected onto a screen and are on the same side of the mirror as the object. Concave mirrors form real, inverted images between the focal point and center of curvature for objects beyond the center of curvature. Ray diagrams are used to determine the nature and position of images formed by concave mirrors depending on the object's position relative to the focal point and center of curvature. The mirror equation can also be used to calculate the position of images.
Reflection of the light in the mirror.pptxkriselcello
?
This document provides an overview of light reflection and spherical mirrors. It begins with definitions of key concepts like reflection, convex mirrors, concave mirrors, and plane mirrors. Examples are given to illustrate the properties of each type of mirror. The key parts of spherical mirrors like the principal axis, focal point, and radius of curvature are summarized. Methods for predicting images using ray diagrams are described. The differences between images formed by concave and convex mirrors are explained. Finally, the mirror equation for calculating image properties is introduced along with sign conventions.
This document summarizes key properties of light and reflection:
1) Light propagates as an electromagnetic wave that does not require a medium and travels in straight lines at a very fast speed. Objects are visible because they reflect light into our eyes.
2) Reflection follows the law that the angle of incidence equals the angle of reflection. Reflection can be specular from smooth surfaces or diffuse from rough surfaces. Mirrors use the principle of reflection.
3) Plane mirrors form virtual upright images that are the same size and as far behind the mirror as the object is in front. The image is laterally reversed left to right. Spherical mirrors can also form images.
The document discusses the laws of reflection and image formation using spherical mirrors. It defines key terms like normal, angle of incidence, angle of reflection, focal length, pole, radius of curvature, etc. Rules for image formation using concave and convex mirrors are explained along with diagrams. Characteristics of the image like nature, position and size are defined based on the position of the object in front of the concave mirror. Sign convention for spherical mirrors is also explained. Examples of questions from NCERT on image formation and characteristics are summarized.
The document discusses the reflection of light, including the laws of reflection and how images are formed using plane mirrors and curved mirrors. It explains that light rays reflect such that the angle of incidence equals the angle of reflection, and the image formed by a plane mirror is the same distance behind the mirror as the object is in front of it. It also describes characteristics of images formed by convex and concave mirrors depending on the position of the object.
1. The document discusses the properties and behavior of light as it interacts with mirrors and lenses. It defines key terms used to describe concave and convex mirrors such as focal length, radius of curvature, and center of curvature.
2. Rules are provided for how light rays behave when hitting different types of mirrors, such as rays parallel to the principal axis passing through the focal point after reflecting off a concave mirror.
3. Examples are given of how the position, size, and nature of images formed by mirrors depend on the position of the object, such as a concave mirror always producing a diminished, virtual image between the focal point and mirror.
An image is a reproduction of an object via light that can either be real, forming on a surface, or virtual, requiring an observer. Real images are produced by concave mirrors and converging lenses, whereas virtual images are produced by flat mirrors. A real image occurs where rays converge and a virtual image where rays appear to converge. Concave mirrors form real images when the object is outside the focal point and virtual images when inside the focal point. Lenses also form real or virtual images depending on if the object is outside or inside the focal point. Diffraction occurs when light encounters an obstacle comparable in size to its wavelength, spreading the waves and creating interference patterns like Newton's rings.
This document provides an overview of geometric optics, including the ray model of light, reflection, refraction, and image formation using plane mirrors, spherical mirrors, and thin lenses. Key concepts covered include the types of images that can be formed (real or virtual), sign conventions, lateral magnification, focal points and lengths, and graphical methods for solving problems involving mirrors and lenses. Sample problems are worked through as examples.
Light propagates in straight lines and can be reflected, refracted, and diffracted when interacting with matter. Reflection occurs when light hits a smooth surface and bounces back into the same medium at the same angle. Regular reflection occurs from plane mirrors where the angle of incidence equals the angle of reflection. Spherical mirrors can be concave or convex. Concave mirrors form real, inverted images, while convex mirrors form virtual, upright images. The mirror equation relates the focal length and distances of the object and image.
The document discusses the reflection of light, including the laws of reflection which state that the angle of incidence equals the angle of reflection and that the incident ray, reflected ray, and normal all lie in the same plane. It also discusses image formation using plane mirrors, including that the image is laterally inverted and as far behind the mirror as the object is in front of it. Convex and concave mirrors are also discussed, including their focal points and how light rays behave depending on the object's position relative to the focal point.
Day 2 Seminar_Going Digital PAS conference Feb 2025_web.pptxmhutttch
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We hear from MHCLG’s digital team on the progress so far, and one of the councils who has been part of Open Digital Planning for years. We will share some ideas about what might be next, and how leaders of services can prepare for a more digital future. If you can feel the potential that better ICT and use of data can bring but don’t know where to start this session is for you.
Kamil Pyciak, A Name Making Waves in the Digital Worldkamilpyciakinfo1
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Kamil Pyciak, based in the USA, is a passionate explorer and nature lover who connects with a Polish audience through an international platform. Surrounded by America’s breathtaking landscapes, he ventures into national parks, capturing the essence of the wilderness through his lens. Despite being miles away from Poland, Kamil’s digital presence transcends borders, uniting a global community of outdoor enthusiasts. Through striking photography and engaging storytelling, he fosters a shared admiration for nature, proving that the love for the great outdoors is a universal language that brings people together across continents.
Hear from experts on how well new NDCs are stacking up – both to curb emissions and protect communities from increasingly severe climate impacts – and what to look out for next. Speakers assess the plans submitted thus far and also share what to expect from key forthcoming submissions, such as those from China and the European Union, as well as consider the next steps in driving progress toward a net-zero future.
VENTILATION SYSTEM IN ANIMAL HOUSE
WHY DO WE need VENTILATION?
To keep Air movement
To keep cooling
To keep control relative humidity
To improve air quality for confined animals.
Air distribution
To remove moisture, gases, dust, odors and pathogens
For livestock productivity.
To limit carbon dioxide & methane buildup.
Breakout session Tuesday, February 11 at 1:30 p.m.
Explore the value of STAR's adaptable framework in aligning state partners & amplifying conservation efforts using a locally led, science-based approach to evaluating & guiding practice adoption.
Speaker: Jake Deutmeyer, STAR: Saving Tomorrow's Agriculture Resources
This presentation explores the role of recalcitrant halocarbons in environmental microbiology, focusing on their persistence in ecosystems and the challenges they pose to microbial degradation. It covers the mechanisms by which certain halocarbons resist breakdown, their impact on soil and water quality, and the strategies employed by microbes to metabolize these stubborn compounds. The presentation also highlights current research, environmental concerns, and potential solutions for managing halocarbon contamination in various ecosystems. Ideal for students, researchers, and environmental professionals.
Day 2 Seminar_Innovation and Bold Leadership_web.pptxmhutttch
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How can planning services stay resilient while embracing bold leadership? This session explores managing change, tackling challenges, and daring to do things differently. Hear real-world insights, devise “unthinkable” solutions, and leave with a challenge to take one bold step.
2. Facts about Light
? It is a form of Electromagnetic Energy
? It is a part of the Electromagnetic Spectrum and the only part we
can really see
3. Facts about Light
The speed of light, c, is constant in a vacuum.
Light can be:
?REFLECTED
?ABSORBED
?REFRACTED
Light is an electromagnetic wave in that it has wave like properties
which can be influenced by electric and magnetic fields.
4. The Law of “REFLECTION”
The Law of Reflection states that- " the angle
of incidence (incoming ray) equals the
angle of reflection (outgoing ray)"
The law works for FLAT,
PLANE surfaces only.
The angles are measured
from a perpendicular line
to the surface called a
NORMAL.
NORMAL
5. Plane Mirror
Suppose we had a flat , plane mirror mounted vertically. A candle is
placed 10 cm in front of the mirror. WHERE IS THE IMAGE OF
THE CANDLE LOCATED?
mirror
Object Distance, Do = 10 cm
Same side as the object?
On the surface of the mirror?
Behind the mirror?
6. Plane Mirror
Suppose we had a flat , plane mirror mounted vertically. A candle is
placed 10 cm in front of the mirror. WHERE IS THE IMAGE OF
THE CANDLE LOCATED?
mirror
Object Distance, Do = 10 cm Image Distance, Di = 10 cm
Do=Di, and the heights are equal as well
Virtual Image
7. Virtual Images
Virtual Images are basically images which cannot be
visually projected on a screen.
If this box gave off
light, we could project
an image of this box
on to a screen
provided the screen
was on the SAME
SIDE as the box.
You would not be able to project the image of the
vase or your face in a mirror on a screen, therefore
it is a virtual image.
CONCLUSION: VIRTUAL IMAGES are ALWAYS on the OPPOSITE side of
the mirror relative to the object.
8. Real Image
Real Images are ones you can project on to a screen.
For MIRRORS they always appear on the SAME SIDE of the mirror as the object.
object
image
The characteristics of the
image, however, may be
different from the original object.
These characteristics are:
?SIZE (reduced,enlarged,same
size)
?POSITION (same side,
opposite side)
?ORIENTATION (right side up,
inverted)
What if the mirror isn’t flat?
9. Spherical Mirrors – Concave & Convex
Also called CONVERGING mirror
Also called DIVERGING mirror
10. Converging (Concave) Mirror
A converging mirror is one that is spherical in nature
by which it can FOCUS parallel light rays to a point
directly in front of its surface. Every spherical mirror
can do this and this special point is at a “fixed”
position for every mirror. We call this point the
FOCAL POINT. To find this point you MUST use
light from “infinity”
Light from an “infinite”
distance, most likely the
sun.
11. Converging (Concave) Mirror
Since the mirror is
spherical it technically
has a CENTER OF
CURVATURE, C. The
focal point happens to
be HALF this distance.
We also draw a line through the
center of the mirror and call it the
PRINCIPAL AXIS.
f
C
C
f
2
2
?
?
12. Ray Diagram
A ray diagram is a pictorial representation of how the
light travels to form an image and can tell you the
characteristics of the image.
Principal axis
f
C
object
Rule One: Draw a ray, starting from the top of the object, parallel to the
principal axis and then through “f” after reflection.
13. Ray Diagrams
Principal axis
f
C
object
Rule Two: Draw a ray, starting from the top of the object, through the focal
point, then parallel to the principal axis after reflection.
14. Ray Diagrams
Principal axis
f
C
object
Rule Three: Draw a ray, starting from the top of the object, through C, then
back upon itself.
What do you notice about the three lines? THEY INTERSECT
The intersection is the location of the image.
15. Ray Diagram – Image Characteristics
Principal axis
f
C
object
After getting the intersection, draw an arrow down from the principal axis to
the point of intersection. Then ask yourself these questions:
1) Is the image on the SAME or OPPOSITE side of the mirror as the object?
Same, therefore it is a REAL IMAGE.
2) Is the image ENLARGED or REDUCED?
3) Is the image INVERTED or RIGHT SIDE UP?
16. The Mirror/Lens Equation
Is there any OTHER way to predict image characteristics besides
the ray diagram? YES!
One way is to use the MIRROR/LENS equation to
CALCULATE the position of the image.
i
o d
d
f
1
1
1
?
?
17. Mirror/Lens Equation
Assume that a certain concave spherical mirror has a
focal length of 10.0 cm. Locate the image for an
object distance of 25 cm and describe the image’s
characteristics.
?
?
?
?
?
?
i
i
i
o
d
d
d
d
f
1
25
1
10
1
1
1
1
16.67 cm
What does this tell us? First we know the image is BETWEEN “C” & “f”. Since the
image distance is POSITIVE the image is a REAL IMAGE.
Real image = positive image distance
Virtual image = negative image distance
What about the size and orientation?
18. Magnification Equation
To calculate the orientation and size of the image we
use the MAGNIFICATION EQUATION.
x
M
M
h
h
d
d
M
o
i
o
i
67
.
0
25
67
.
16
?
?
?
?
?
?
?
Here is how this works:
?If we get a POSITIVE magnification, the image is
UPRIGHT.
?If we get a NEGATIVE magnification, the image is
INVERTED
?If the magnification value is GREATER than 1, the
image is ENLARGED.
?If the magnification value is LESS than 1, the image
is REDUCED.
?If the magnification value is EQUAL to 1, the image
is the SAME SIZE as the object.
Using our previous data we see that our image was INVERTED, and REDUCED.
19. Example
Assume that a certain concave spherical mirror has a focal
length of 10.0 cm. Locate the image for an object distance of
5 cm and describe the image’s characteristics.
?
?
?
?
?
?
?
?
?
5
1
5
1
10
1
1
1
1
i
i
i
i
o
d
M
d
d
d
d
f
-10 cm
2x
?VIRTUAL (opposite side)
?Enlarged
?Upright
Characteristics?