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Sano Meter

The document outlines various physics experiments including the Sanometer Law of Length, Zener Diode characteristics, Potentiometer comparison of EMF, Spring Mass Oscillator, Resonance Tube, Current Sensitivity, Law of Resistance using a Meter Bridge, and Newton's Law of Cooling. Each section includes formulas, observations, calculations, and results to verify the respective laws and principles. The results indicate the verification of laws such as the law of length, Zener breakdown voltage, and Newton's cooling curve.

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0% found this document useful (0 votes)
4 views9 pages

Sano Meter

The document outlines various physics experiments including the Sanometer Law of Length, Zener Diode characteristics, Potentiometer comparison of EMF, Spring Mass Oscillator, Resonance Tube, Current Sensitivity, Law of Resistance using a Meter Bridge, and Newton's Law of Cooling. Each section includes formulas, observations, calculations, and results to verify the respective laws and principles. The results indicate the verification of laws such as the law of length, Zener breakdown voltage, and Newton's cooling curve.

Uploaded by

captain.levi4312
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
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Download as DOCX, PDF, TXT or read online on Scribd
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SANOMETER-LAW OF LENGTH

FORMULA:- n= 1
2L √ T
M
n=frequency ,T=tension, M=mass, L=vibrating
length
OBSERVATIONS:- mass of the hanger=Mo=_ _ _ _ _g
Total mass =M=_ _ _ _g
Tension applied to the wire ‘T’=2500
TABLE:-
Obs Frequency of Vibrating length of wire 1 −2
cm
no tork L
−2
×10
1 512
2 426.6
3 320
CALCULATIONS:-
OBS no 1 2 3

Log n=a
Log L=b
A+b=c
Antilog c=nl
RESULT=
 nL=_ _ _ _=constant when T and m are kept constant here law of length
is verified
ZENER DIODE

OBSERVATION TABLE:-
SR. no Current through Zener Output voltage across
( I z) zener(V z )
1
2

GRAPH:-

Result:-Breakdown voltage of Zener diode (VB)=_ _ _ _


POTENTIOMETER-COMPARISON OF EMF

E1 l1
FORMULA:- Individual cell method:- E = l
2 2

OBSERVATION:-
Sr Balancing length when Balancing length when E1 l 1
=
no E1 is in circuit (L1) E2 is in circuit(L2) E2 l 2

CALCULATIONS:-
A=LogL1 B=logL2 A-B E1
=antilog (A-B)
E2

MEAN=
RESULT=
E1
E2
using separate or individual cell method=_ _ _ _
SPRING MASS OSCILLATOR

OBSERVATION:-
Sr no Mass attached to F=(M-m) S (cm) Extension(s-So)
the spring (mg) gwt cm

GRAPH:-

CALCULATION:- convert gwt into dyne by multiplying slope K by 980


RESULT:-Force of the given spring (k)= - --------dyne/cm
RESONANCE TUBE

FORMULA:-1.End correction=--;d=inner diameter ,l=observed recoating length


2.V=4(nl) mean=4(n(L+e)) ; n=frequency of tunning fork, Lx=correct
(nl )mean
3. N x= ; L=correct length of fork of unknown freq.
Lx

OBSERVATION:- 1.LEAST COUNT:-


i)Smallest division on main scale=0.1(x); iv)zero error =check in instru.
x
ii)Total number of divisions=10(y); iii)Least count y =0.01

1.for inner diameter (multiply in end correction after)


OB MSR VSD VSR Diameter Corrected Reading
S no (a) (b) (C=b×L.C) (a+c=d’) (d=d’-e’)

2.For resonating length


Obs Frequenc Length of air coloumn Corrected nL
no y L1 L2 mean L length (hz cm)
N(hz) L=l+e
Lx=mean
CALCULATIONS:-
Log =n Log=l A+B=C Antilog(c) =nL
(a) (b)
nL
1) unknown:-N’= Lx (do calculation by log)
RESULT:- i)unknown frequency of of fork n’=
CURRENT SENSITIVITY

OBSERVATION TABLE:-
Obs Resitance Current Deflection(division) Mean
no R ohm Ig uA Before After
Reversing Reversing

GRAPH:-

∅ ∅ 2−∅ 1
CALCULATION:- I = ig1−ig 2
RESULT:- Current sensitivity of a moving coil Galvanometer(s)=_ _ _ _div/a
LAW OF RESISTANCE USING METER BRIDGE

Lx
FORMULA:- X= R L Where lx and lr are belonging lengths corres.to X,R
r

X 1+ x 2
1)Series=Xs=X1+X2 ; 2)Parellel=Xp= x 1 × x 2

OBSERVATION:-
Resistance Obs no Resistance Lx (cm) Lr=500-L Lx
Xs=R Lr
position from R.B (cm)
Series in 1 52 25.9 24.1 55.89
Left gap 2 58 24.5 25.5 55.73
Series in 1 52 26.6 23.4 59.12
Right gap 2 58 25.1 24.9 58.46
CALCULATION:-
Log values Left gap Right gap

Log R a 1.7160 1.7634 1.7160 1.7634


Log Lx b 1.4133 1.3892 1.4249 1.3997
c a+b 3.1293 3.1526 3.1409 3.1631
Log Lr d 1.3820 1.4065 1.3692 1.3962
e c-d 1.7473 1.7461 1.7717 1.7669
Antilog e Xs 55.89 55.73 59.12 58.46

Result:-
1.Experimental value of Xs=57.3 ohm
2.Theoratical value of Xs=X1+X2=55 ohm
NEWTONS LAW OF COOLING

OBSERVATION:-
OBS no Time In min Temp of water in degree

GRAPH:-
1. Curve one 2. Straight line from origin
RESULT:-The nature of graph of temp. against time is curve=newtons cooling
curve. Cooling curve will be step at first and less steps as temp approaches as
graph of d0/dt against (0-0)is straight passing through origin newtons law verify

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