CS5360 datasheet(14/22 Pages) CIRRUS

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CS5360

DS280PP2

4.7

Power-Down

The CS5360 has a power-down mode wherein typ-

ical consumption drops to 1.0 mW. This is initiated

when a loss of clock is detected (either LRCK or

MCLK in Slave Mode or MCLK in Master Mode),

RST is enabled or DIF0 / DIF1 are at a logic 1. The

initialization sequence will begin whenever valid

clocks are restored, RST is disabled and DIF0 /

DIF1 are restored. If the MCLK / LRCK frequency

ratio changes during power-down, the CS5360 will

adapt to these new operating conditions. However,

only the RST method of power-down will include

the Master/Slave decision in the initialization se-

quence.

4.8

Grounding and Power Supply

Decoupling

As with any high resolution converter, the CS5360

requires careful attention to power supply and

grounding arrangements to optimize performance.

Figure6 shows the recommended power arrange-

ments with VA+ connected to a clean +5volt sup-

ply. VD+ should be derived from VA+ through a 2

ohm resistor. VD+ should not be used to power ad-

ditional digital circuitry. All mode pins which re-

quire VD+ should be connected to pin 6 of the

CS5360. All mode pins which require DGND

should be connected to pin 5 of the CS5360.

AGND and DGND, Pins 4 and 5, should be con-

nected together at the CS5360. DGND for the

CS5360 should not be confused with the ground for

the digital section of the system. The CS5360

should be positioned over the analog ground plane

near the digital / analog ground plane split. The an-

alog and digital ground planes must be connected

elsewhere in the system. The CS5360 evaluation

board, CDB5360, demonstrates this layout tech-

nique. This technique minimizes digital noise and

insures proper power supply matching and se-

quencing. Decoupling capacitors should be located

as near to the CS5360 as possible.

4.9

Digital Filter

Figures 12-15 show the performance of the digital

filter included in the CS5360. All plots are normal-

ized to Fs. Assuming a sample rate of 48 kHz, the

0.5 frequency point on the plot refers to 24 kHz.

The filter frequency response scales precisely with

the sample rate.

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