Mathematical And Experimental Tools Required In Chemistry (CHEM1111)
Summary
Term 2 summary of PFC CHEM1111
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Course
Mathematical And Experimental Tools Required In Chemistry (CHEM1111)
Institution
Durham University (DUT)
Condensed summary of physics for chemists term 2, including every equation and examples of how to solve problems with these equations. This will significantly reduce time spent revising this module.
Mathematical And Experimental Tools Required In Chemistry (CHEM1111)
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Harmonic motion/osscilator
whenlet test basesand
M
it
won
i-
k
To
find set as a changes overtime
F ma=
F
= - hx
Lk
v
I
=
ma:-
ma=-hx
d+2
(29)
General solution to second order differential equation for self) is
x(H) Acos(n+ d)
= -
(30)
w (k
=
f
M
w 2πf
=
=1..T=
Can substitute Equation (30) into (29) to determine re
second derivative of (30)
x(H = -
w2Acos(n-q) = -
wx(t)
2
d+
of is
phase apser
the and determines the pointat which
ossulation starts.
Vi Elesch
=
=
GAcosYw+-d)
I
k 2mv2
=
=
Imia
, =
(m)- Awsin(n+-x]
Am sin (ut-d
=
Im
E k V 2 hA2 which is independent of
= =
+
time, showing energy is
conserved
Good Escampe
to
find A
and ward
①
Ivo
-
=
-
0.50ms-
sCt) A cos(w+-6)
=
- ⑪ &x(t 0)
~
dt)
=
=
x Accs)
=
-
=
Awsin(nt-y)
-0)
② v(t 0)
=
vo
= =
- Awsin) -
6
in
-
x ①xw Sow Awcos(d)
=
0
② Vo Awsin(6)
E
=
u
=
M
and add
F square
-
w
= 5.0wm
0.054g
dowt vo:Am"(cos( sinall
lOrads"
=
2 vo= An
62
+
A
=
w
A :
so
from e
A
=
0.112m
⑳==A
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