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PCA85232DA Datasheet(PDF) 37 Page - NXP Semiconductors

Part # PCA85232DA
Description  LCD driver for low multiplex rates
PDF  54 Pages
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Manufacturer  NXP [NXP Semiconductors]
Direct Link  http://www.nxp.com
Logo NXP - NXP Semiconductors

PCA85232DA Datasheet(HTML) 37 Page - NXP Semiconductors

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PCA85232
All information provided in this document is subject to legal disclaimers.
© NXP B.V. 2010. All rights reserved.
Product data sheet
Rev. 1 — 8 December 2010
37 of 54
NXP Semiconductors
PCA85232
LCD driver for low multiplex rates
12. Application information
12.1 Pull-up resistor sizing on I2C-bus
12.1.1 Max value of pull-up resistor
The bus capacitance (Cb) is the total capacitance of wire, connections, and pins. This
capacitance on pin SDA limits the maximum value of the pull-up resistor (RPU) due to the
specified rise time.
According to the I2C-bus specification the rise time (tr) is defined between the VDD related
input threshold of VIL =0.3VDD and VIH =0.7VDD. The value for tr(max) is 300 ns.
tr will be calculated with Equation 8:
(8)
whereas t1 and t2 are the time since the charging started. The values for t1 and t2 are
derivatives of the functions V(t1) and V(t2):
(9)
(10)
with the results of
(11)
(12)
(13)
RPU(max) is a function of the rise time (tr) and the bus capacitance (Cb) and will be
calculated with Equation 14:
(14)
12.1.2 Min value of pull-up resistor
The supply voltage limits the minimum value of resistor RPU due to the specified minimum
sink current (see value of IOL on pin SDAACK in Table 18). RPU(min) as a function of VDD is
calculated with Equation 15:
(15)
The designer now has the minimum and maximum value of RPU. The values for RPU(max)
and RPU(min) are shown in Figure 26 and Figure 27.
t
r
t2
t1
–
=
Vt1
()
0.3V
DD
V
DD 1e
-t1 R
PU Cb
⁄
–
()
==
Vt2
()
0.7V
DD
V
DD 1e
-t2 R
PU Cb
⁄
–
()
==
t1
R
–
PUCb
ln 0.7
()
×
=
t2
R
–
PUCb
ln 0.3
()
×
=
t
r
R
–
PUCb
ln 0.3
()
R
PUCb
ln 0.7
()
×
+
×
=
R
PU max
()
t
r
0.8473C
b
-----------------------
300
10 9
–
×
0.8473C
b
--------------------------
=
=
R
PU min
()
V
DD
V
OL
–
I
OL
--------------------------
=



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