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AS3933 Datenblatt(PDF) 53 Page - ams AG

Teilenummer AS3933
Bauteilbeschribung  3D Low Frequency Wake-Up Receiver
PDF  64 Pages
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Hersteller  AMSCO [ams AG]
Direct Link  http://www.ams.com
Logo AMSCO - ams AG

AS3933 Datenblatt(HTML) 53 Page - ams AG

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Page 52
ams Datasheet
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[v1-08] 2015-Sep-02
AS3933 − Detailed Description
RC-Oscillator: Self Calibration. This procedure uses the
LC-tank (antenna) connected to the channel 1 (LF1P) not as
antenna but as resonator for an oscillator. The internal LC
oscillator is therefore connected through a multiplexer to the
external tank.
The LC-oscillator generates a clock which corresponds to the
resonance frequency of the LC-tank. In a typical application the
user designs the external resonators such to set the resonance
frequency of the external LC-tank as close as possible to the
carrier frequency. The mathematical relation between the
oscillation frequency and the LC time constant is:
Where:
L is the inductance and
C the capacitance of the external antenna
To start the calibration the direct command Calib_RCO_LC must
be sent over the SPI and as soon as the bit R14<7> is high, the
RC-oscillator will be calibrated. The calibrated frequency of the
RC-oscillator depends on the carrier frequency and is
automatically set to better perform the frequency detection,
according to the Figure 56.
External Clock Source
To clock the AS3933 with an external signal, the external clock
generator (R2<6> =1) and the crystal oscillator (R1<0>=1) need
to be enabled. As shown in the Figure 4 the clock can be directly
applied on the pin XOUT while the pin XIN must be connected
to VDD. The clock characteristics are summarized in Figure 60.
Figure 60:
Characteristics of External Clock
Note(s): In power down mode the external clock has to be set
to a definite potential (VDD or ground).
The frequency of the external clock source must be set
according to the Figure 56.
Symbol
Parameter
Conditions
Min
Typ
Max
Units
VI
Low level
0
0.1* VDD
V
Vh
High level
0.9* VDD
VDD
V
Tr
Rise-time
3
μs
Tf
Fall-time
3
μs
(EQ1)
FLC
1
2
π
LC
⋅⋅
-------------------------------
=



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