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9EE605A.2
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Department of Technical EducationAndhra Pradesh
NameDesignationBranchInstituteYear/SemesterSubjectSubject CodeTopicDurationSub Topic
Teaching Aids
: P. Balanarsimlu: Lecturer: Electrical Engineering: Govt. Polytechnic Nizamabad: VI Semester: Electrical Utilisation and Traction: EE605A: Electric Lighting : 50 Mins: Units of wave length & Definitions of light parameters: PPT, Diagrams,Animation
Revised By : K.Chandra Sekhar, L/EEE, GPT, HYD
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Recap
In the last class you have learnt about
• Nature of Light and its Propagation
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Objectives
On completion of this topic You would be able to know
• The Units of Wave Length
• Definitions of the terms used in Lighting
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Wave Length
• Since wave lengths of light are very small , “Angstrom unit” is chosen (AU or AO) as the unit of wave length
• Angstrom unit (AU or AO) =10-7 mm =10-8 cm =10-10m
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Wave Length
Micron is also used to represent wave length
Wave length ( λ ) =Velocity of light propagation (v)
Frequency (f)
1 Micron ( μ ) = 10-6m
Fig.1
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Definitions
1) Plane Angle ()
A plane angle is the angle subtended at a point in a plane by two straight converging lines
OR
When two straight lines lying in the same plane meet at a point, the angle between these converging lines at that point is know as “plane angle”
=Arc
Radius
One radian = 180 π
radians
degrees ArcRadius
O
Fig.2
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2) Solid angle (ω)
A solid angle is the angle subtended at a point in the space by an area and is the angle enclosed In the volume formed by an infinite number of lines lying on the surface of the volume and meeting at the point
Solid angle(ω) = area/(radius)2 = A/r2 steradian
ω
are
a
Radius
S
Definitions
Fig.3
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3)Flux or luminous flux (Φ or F) It may be defined as “ the rate of energy radiated in the
form of light waves by a luminous body”
Radiant energy
timeΦ or F= lumens
Lumen = candle power X solid angle
= c.p. X ω
Definitions
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4)Luminous intensity ( I ) or Candle power (C.P.) It is the luminous flux per unit solid angle in a given direction
Luminous flux
Solid angleI or C.P.= Lumen/steradian or candela
F
ωLumen/steradian or candelaI or C.P.=
Definitions
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5) Illumination ( E ) • Illumination of a surface is defined as the luminous
flux received by the surface per unit area
• It is represented by the symbol E and is measured in
“lux” (or meter candle or lumen/m2).
Illumination E = Flux
Area A
F or Φ
Definitions
=
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6)Brightness (B or L) It is defined as the luminous intensity of the lamp per
unit projected area of either light source or the reflecting surface
B or L = I/A cd/m2
I=luminous intensity (candela)
A= Projected or normal area (m2)
Definitions
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7)Mean horizontal candle power (M.H.C.P.)Is the average candle power in the horizontal plane passing through the luminous center of the lamp
8)Mean spherical candle power (M.S.C.P)Is the average candle powers in all directions and in all planes emitting from the source of light
Total flux
4πM.S.C.P.=
Definitions
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9) Mean horizontal spherical candle power (M.H.S.C.P.) It is the mean of candle powers in all directions above or
below the horizontal plane passing through the source of light. (usually lower part)
Total flux emitted in hemisphere
2πM.H.S.C.P.=
Definitions
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10)Lamp efficiency It is the ratio of the output i.e luminous flux in lumens
to the electrical power input in watts
Lumen/wattLuminous flux
Electric power Lamp efficiency =
Definitions
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Definitions
11.Polar Curves
•The luminous intensity or candle power is not uniform in
all directions, due to its unsymmetrical shape and design
• It is essential to know exactly how the light is distributed
and is usually given in the form of polar curves• Polar curve is defined as a graph representing the
light distribution of a lamp (luminous intensity) in a
horizontal or vertical plane
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0 0
1 8 0 0
9 0 0A
D
B
C
La
mp
ax
is
A
D
B
C0 01 8 0 0
9 0 0
OA
D
B
C0 01 8 0 0
9 0 0
O
Polar Curves
On horizontal plane
On vertical plane
Lamp and horizontal plane
Fig.4aFig.4b Fig.4c
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Horizontal Polar Curves
• Fig 4a shows an incandescent lamp. If the luminous
intensity is measured in a horizontal plane about a vertical
axis, a curve is plotted between luminous intensity and the
angular position as shown in Fig 4b
A
D
B
C
La
mp
ax
is
Fig.4a
A
D
B
C0 01 8 0 0
9 0 0
OA
D
B
C0 01 8 0 0
9 0 0
O
Fig.4b
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Horizontal Polar Curves
A
D
B
C0 01 8 0 0
9 0 0
OA
D
B
C0 01 8 0 0
9 0 0
O
Fig.4b
The drop in luminous intensity along OC at 00 of horizontal polar curve is due to break in the filament where the current enters and leaves
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0 0
1 8 0 0
9 0 0
Vertical Polar Curves
On vertical plane
Fig.4c
• If the luminous intensity is measured in a vertical plane at various angles, a polar curve in a vertical plane is obtained
• The drop or depression in luminous intensity at 1800 of vertical polar curve is due to the position of the lamp holder
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Summary
So far we have discussed about
• Units of Wave Length• Definitions of
• Plane angle
• Solid angle
• Luminous flux
• Luminous intensity
• Illumination
• Brightness
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• M.H.C.P
• M.S.C.P
• M.H.S.C.P
• Lamp efficiency
• Polar Curves
Definitions of
Contd…
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1Q. Lux is the unit of
A) Illumination B) Flux
C) Luminous intensity D) Solid angle
Quiz
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2Q. The unit of lamp efficiency is
A) C.P./Watt B) Watts/ Lumen
C) Lumens/Watt D) Lumens / Steradian
Quiz
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3Q. One radian is equal to_______ degrees.
D) 180/π
B) 360/π
C) π/180
A) 180/2π
Quiz
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4Q. The largest solid angle subtended is ____steradian.
A) π
C) π/4
B) 4π
D) 1/π
Quiz
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1) Define a) Plane angle and b) Solid angle
2) Define Luminous flux and intensity
3) Define Illumination and Luminous efficiency
4) Define M.H.C.P., M.S.C.P. and M.H.S.C.P
5) Draw and explain the vertical and horizontal polar
curves
Frequently Asked Questions
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THANK YOU
9EE605A.2