Analog Electronics ppt on Transition & diffusion capacitance by Being topper

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TRANSITION AND DIFFUSION CAPACITANCE SUBMITTED BY- JITENDER SINGH 02620703111 IT (3 rd sem.)

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Analog Electronics ppt on Transition & diffusion capacitance by Being topper

Transcript of Analog Electronics ppt on Transition & diffusion capacitance by Being topper

Page 1: Analog Electronics  ppt on Transition & diffusion capacitance by Being topper

TRANSITION AND DIFFUSION CAPACITANCE

SUBMITTED BY-

JITENDER SINGH

02620703111

IT (3rd sem.)

Page 2: Analog Electronics  ppt on Transition & diffusion capacitance by Being topper

CONTENTS

1. PN JUNCTION

2. DEPLETION LAYER

3. CAPACITANCE

4. TRANSITION CAPACITANCE

5. DIFFUSION CAPACITANCE

Page 3: Analog Electronics  ppt on Transition & diffusion capacitance by Being topper

PN JUNCTION

Above figure represents two blocks of semiconductor materials ,one P type and the other N type .

The pn junction is produced by placing a layer of p type semiconductor next to the layer of n type semiconductor. The interface separating the n and p regions is referred to as the metallurgical junction.

Page 4: Analog Electronics  ppt on Transition & diffusion capacitance by Being topper

STEP GRADED JUNCTION

A junction is said to be step graded if there is an abrupt change from acceptor ion concentration on the P-side to donor ion concentration on the N-side.Such a junction is get formed in alloyed or fused junction. Usually the acceptor density Na and the donor density Nd are kept unequal.

LINEARLY GRADED JUNCTION

A junction is said to be linearly graded if the charge density varies gradually with the distance in transition region. Such a junction gets formed in a growth junction diode.

Page 5: Analog Electronics  ppt on Transition & diffusion capacitance by Being topper

DEPLETION LAYER

P n

- - - - - - -- - - - - - -- - - - - - -- - - - - - - - - - - - - -- - - - - - -- - - - - - -

+ + + + + + +

+ + + + + + +

+ + + + + + +

+ + + + + + +

+ + + + + + +

Na NdMetallurgical Junction

Space Charge Regionionized

acceptors Ionized donors

E-Field

++ _ _

h+ drift h+ diffusion e- diffusion e- drift= =

Page 6: Analog Electronics  ppt on Transition & diffusion capacitance by Being topper

DEPLETION LAYER

Figure represents the net positively and negatively charged regions for a semiconductor P-N junction where there are no external connection, no applied voltage , no field etc. The net positive and negative regions induce an electric field near the junction in the direction from the n-region to the P-region. Since the electrons and the holes both pushed out of the space charge region of the electric field, the region is depleted of any mobile charge is called the depletion region.

Page 7: Analog Electronics  ppt on Transition & diffusion capacitance by Being topper

WIDTH OF DEPLETION LAYER IN

FORWARD BIAS

when the P-N junction is Forward Biased ,the width of depletion region is reduced and the barrier potential is also reduced .

Page 8: Analog Electronics  ppt on Transition & diffusion capacitance by Being topper

WIDTH OF DEPLETION LAYER IN

REVERSE BIAS

When the P-n junction is reverse biased , the depletion region is widened and the barrier potential is also increased.

Page 9: Analog Electronics  ppt on Transition & diffusion capacitance by Being topper

CAPACITANCE

Capacitance is the property to hold charge by a capacitor. In case of a parrallel plate capacitor the formula for the capacitance is given by

C=ɛA/D=Q/V

A = cross section area of capacitor plates,D=separation b/w capacitor plates, ɛ=absolute permittivity of the medium b/w the capacitor plates, Q=charge stored on capacitor plates,V=potential applied

Page 10: Analog Electronics  ppt on Transition & diffusion capacitance by Being topper

TRANSITION CAPACITANCE

When a p-N junction is reverse biased the depletion region acts like an insulator or dielectric material while the P and N type regions on either side have a low resistance and act as the plates. Thus P-N junction may be considerd as a parrallel plate capacitor.The jumction capacitance is termed as space charge capacitance or transition capacitance and is denoted by CT.

As mentioned earlier, a reverse bias causes majority carriers to move away from the junction, thereby uncovering more immobile charges. So the thickness W of the depletion layer increases with the increase in reverse bias voltage . This increase in uncovered charge with applied voltage may be considered a capacitative effect . The incremental capacitance may be defined as- CT = dQ/dV where dQ is increase in charge with increase in voltage, dV.

Page 11: Analog Electronics  ppt on Transition & diffusion capacitance by Being topper

FORMULA FOR TRANSITION CAPACITANCE IN CASE OF STEP JUNCTION

The transition capacitance in this case is given as- CT = ɛA/W

ɛ = absolute permittivity of the semiconductor medium

A = cross section area of P-N junction

W = width of depletion layer and is given as-

Page 12: Analog Electronics  ppt on Transition & diffusion capacitance by Being topper

FORMULA FOR TRANSITION CAPACITANCE IN CASE OF

GRADED JUNCTION• In this case we assume NA = ND • So in this case -

Page 13: Analog Electronics  ppt on Transition & diffusion capacitance by Being topper

DIFFUSION CAPACITANCE

When a P-N junction is forward biased ,a capacitance which is much larger than the transition capacitance , comes into play . This type of capacitance is called the Diffusion Capacitance and is denoted by CD.

Page 14: Analog Electronics  ppt on Transition & diffusion capacitance by Being topper

FORMULA FOR DIFFUSION CAPACITANCE

The formula for CD is given by CD = dQ/dV where dQ represents the change in the number of

minority carriers stored outside the depletion region when a change in voltage across diode ,dV, applied .

If ɽ is mean lifetime of charge carriers, then a flow of charge Q yields a diode current I is given as

I = Q/ ɽ

In case of forward bias current is given by- I = I0 ( e V/ɳV T - 1)

Q = ɽ I0 (e V/ɳV T - 1) = ɽ I0 e V/ɳV

T as e V/ɳV T >> 1

So diffusion capacitance CD = dQ = d( ɽ I0 e V/ɳV T )

dV d V

= ɽ ( I + I0 ) here I >> I0 ɳV

T

So CD = ɽ I0 ɳV

T

Page 15: Analog Electronics  ppt on Transition & diffusion capacitance by Being topper

GRAPH FOR TRANSITION AND

DIFFUSION CAPACITANCE