ICS663 datasheet(6/7 Pages) ICST

Part #	ICS663

Description	PLL BUILDING BLOCK

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PLL BUILDING BLOCK

MDS 663 D

6

Revision 062904

In te gr ated Circuit Systems ● 525 Ra ce Street, San Jose, CA 9512 6 ● tel (4 08) 297-1 201 ● www.icst.com

ICS663

Determining the Loop Filter Values

The loop filter components consist of C1, C2, and RZ.

Calculating these values is best illustrated by an

example. Using the example in Figure 1, we can

synthesize 20 MHz from a 200 kHz input.

The phase locked loop may be approximately

described by the following equations:

Bandwidth

Damping factor,

where:

KO = VCO gain (MHz/Volt)

Icp = Charge pump current (µA)

N = Total feedback divide from VCO,

including the internal VCO post divider

C1 = Loop filter capacitor (Farads)

RZ = Loop filter resistor (Ohms)

As a general rule, the bandwidth should be at least 20

times less than the reference frequency, i.e.,

In this example, using the above equation, bandwidth

should be less than or equal to 10 kHz. By setting the

bandwith to 10kHz and using the first equation, RZ can

be determined since all other variables are known. In

the example of Figure 1, N = 200, comprising the divide

by 2 on the chip (VCO post divider) and the external

divide by 100. Therefore, the bandwidth equation

becomes:

and RZ = 25 kΩ

Choosing a damping factor of 0.7 (a minimal damping

factor than can be used to ensure fast lock time),

damping factor equation becomes:

and C1 = 1.25 nF (1.2 nF is the nearest standard

value).

The capacitor C2 is used to damp transients from the

charge pump and should be approximately 1/20th the

size of C1, i.e.,

Therefore, C2 = 60 pF (56 pF nearest standard value).

To summarize, the loop filter components are:

C1 = 1.2 nf

C2 = 56 pf

Rz = 25 kΩ

RZ KO ICP

⋅⋅

()

2

π N

⋅

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

=

ζ

RZ

2

------

KO ICP C1

⋅⋅

N

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

=

BW

REFIN

() 20

⁄

≤

10,000

RZ 200 2.5

⋅⋅

2

π 200

⋅

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

=

0.7

25 000

,

2

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

200 2.5 C1

⋅⋅

200

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

=

C2 C1 20

⁄

≅

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