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MAX3420E Просмотр технического описания (PDF) - Maxim Integrated

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MAX3420E Datasheet PDF : 23 Pages
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MAX3420E
USB Peripheral Controller with SPI Interface
1.0µF
CERAMIC
0.1µF
12MHz
CXI
CXO
+3.3V
USB
"B" CONNECTOR
VBUS
D+
D-
GND
33
33
1.0µF
CERAMIC
VCC VL
RES
D+
MAX3420E
D-
VBCOMP
XI XO
GPX
INT
MOSI
MISO
SCLK
SS
N.C.
µP
N.C.
GND
GPIN GPOUT
4
4
GPIO
Figure 17. MAX3420E in a Self-Powered Application
The VBUS detect input, VBCOMP, is an important
MAX3420E feature. Because the µP is powered whether
the USB device is plugged in or not, it needs some way to
detect a plug-in event. A comparator inside the MAX3420E
checks for a valid VBUS connection on VBCOMP and
provides a connect status bit to the µP. Once connected,
the µP can delay the logical connection to the USB bus
to perform any required initialization, and then connect by
setting the CONNECT bit to 1 in the MAX3420E register
USBCTL (R15). This connects the internal 1.5kresistor
from D+ to VCC, to signal the host that a device has been
plugged in.
If a host turns off VBUS while the device is connected,
the USB rev. 2.0 specification requires that the device
must not power its 1.5kpullup resistor connected to
D+. The MAX3420E has two features to help service
this event. First, the NOVBUSIRQ bit indicates the loss
of VBUS. Second, the µP can set a bit called VBGATE
(VBUS gate) to instruct the MAX3420E to disconnect the
pullup resistor anytime VBUS goes away, regardless of
the CONNECT bit setting.
Crystal Selection
The MAX3420E requires a crystal with the following
specifications:
Frequency: 12MHz ±0.25%
CLOAD: 18pF
CO: 7pF max
Drive level: 200µW
Series resonance resistance: 60max
Note: Series resonance resistance is the resistance
observed when the resonator is in the series resonant
condition. This is a parameter often stated by quartz
crystal vendors and is called R1. When a resonator is used
in the parallel resonant mode with an external load capac-
itance, as is the case with the MAX3420E oscillator circuit,
the effective resistance is sometimes stated. This effective
resistance at the loaded frequency of oscillation is:
R1 x ( 1 + (CO / CLOAD))2
For typical CO and CLOAD values, the effective resis-
tance can be greater than R1 by a factor of 2.
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