Reflection of Light: Spherical Mirrors — Concept Maps
ICSE · Class 12 · Physics
4 concept maps of Reflection of Light: Spherical Mirrors for ICSE Class 12 Physics, each also written out as a text outline.
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Spherical Mirrors - Concept Overview
The map in words
- Spherical Mirrors
- Types
- Concave
- Real Focus
- Converging
- f negative
- Convex
- Virtual Focus
- Diverging
- f positive
- Concave
- Key Parameters
- Focal Length f
- Radius R
- Relation f equals R per 2
- Center of Curvature
- Image Formation
- Real Images
- Inverted
- Concave only
- Magnified or diminished
- Virtual Images
- Erect
- Concave and Convex
- Behind mirror
- Real Images
- Formulas
- Mirror Formula
- 1 per f equals 1 per v plus 1 per u
- Magnification
- m equals negative v per u
- Radius Relation
- R equals 2f
- Mirror Formula
- Applications
- Concave
- Telescopes
- Searchlights
- Shaving mirrors
- ENT examination
- Convex
- Rear view mirrors
- Street lights
- Wide field view
- Concave
- Types
Spherical Mirrors — Complete Chapter Mind Map
The map in words
- Spherical Mirrors
- Types
- Concave Mirror
- Reflecting surface inward
- Real focus F in front
- f and R are negative
- Convex Mirror
- Reflecting surface outward
- Virtual focus F behind
- f and R are positive
- Concave Mirror
- Key Terms
- Pole P
- Centre of mirror surface
- Centre of Curvature C
- Centre of parent sphere
- Radius R
- Distance PC
- Principal Axis
- Line through P and C
- Focal Length f
- Distance PF
- f equals R divided by 2
- Aperture
- Diameter of mirror
- Pole P
- Sign Convention
- Pole as Origin
- Left is Negative
- Right is Positive
- Up is Positive
- Down is Negative
- Formulas
- Mirror Formula
- 1 over v plus 1 over u equals 1 over f
- Magnification
- m equals negative v over u
- m equals f over f minus u
- m equals f minus v over f
- f R Relation
- f equals R over 2
- Newtons Formula
- x1 times x2 equals f squared
- Mirror Formula
- Image Formation Concave
- At Infinity to F
- Image at F real tiny
- Beyond C
- Image between F and C
- At C
- Image at C same size
- Between C and F
- Image beyond C magnified
- At F
- Image at Infinity
- Between F and P
- Virtual erect magnified
- At Infinity to F
- Image Formation Convex
- Any Position
- Always virtual erect diminished
- Image between P and F
- Any Position
- Applications
- Concave Uses
- Shaving mirror
- Telescope
- Torch searchlight
- Solar cooker
- ENT instruments
- Convex Uses
- Rear view mirror
- Street lamp reflector
- Security mirror
- Concave Uses
- Types
Classification of spherical mirrors showing their types and characteristics
The map in words
- Spherical Mirrors
- Concave Mirror
- Converging
- Real/Virtual Images
- Can magnify or diminish
- Convex Mirror
- Diverging
- Always Virtual Images
- Always Diminished
- Concave Mirror
Spherical mirrors form images by regular reflection and are described using principal axis, focus, curvature, sign convention, mirror formula, magnification, and applications.
The map in words
- Spherical mirrors form images by regular reflection and are described using principal axis, focus, curvature, sign convention, mirror formula, magnification, and applications.
- Types of spherical mirrors
- Basic parts and definitions
- Ray optics and reflection rules
- Paraxial and marginal rays
- Focal length and radius relation
- Image formation
- New Cartesian sign convention
- Mirror formula
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