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NVT2006BQ Datasheet(PDF) 11 Page - NXP Semiconductors

Part # NVT2006BQ
Description  Bidirectional voltage-level translator for open-drain and push-pull applications
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Manufacturer  PHILIPS [NXP Semiconductors]
Direct Link  http://www.nxp.com
Logo PHILIPS - NXP Semiconductors

NVT2006BQ Datasheet(HTML) 11 Page - NXP Semiconductors

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NVT2003_04_06
All information provided in this document is subject to legal disclaimers.
© NXP B.V. 2014. All rights reserved.
Product data sheet
Rev. 5 — 19 February 2014
11 of 33
NXP Semiconductors
NVT2003/04/06
Bidirectional voltage-level translator
7.5 How to design for maximum frequency operation
The maximum frequency is limited by the minimum pulse width LOW and HIGH as well as
rise time and fall time. See Equation 1 as an example of the maximum frequency. The rise
and fall times are shown in Figure 11.
(1)
The rise and fall times are dependent upon translation voltages, the drive strength, the
total node capacitance (CL(tot)) and the pull-up resistors (RPU) that are present on the bus.
The node capacitance is the addition of the PCB trace capacitance and the device
capacitance that exists on the bus. Because of the dependency of the external
components, PCB layout and the different device operating states the calculation of rise
and fall times is complex and has several inflection points along the curve.
The main component of the rise and fall times is the RC time constant of the bus line when
the device is in its two primary operating states: when device is in the ON state and it is
low-impedance, the other is when the device is OFF isolating the A-side from the B-side.
A description of the fall time applied to either An or Bn output going from HIGH to LOW is
as follows. Whichever side is asserted first, the B-side down must discharge to the VCC(A)
voltage. The time is determined by the pull-up resistor, pull-down driver strength and the
Table 8.
Pull-up resistor minimum values, 15 mA driver sink current for PCA9306 and NVT20xx
A-side
B-side
1.2 V
1.5 V
1.8 V
2.5 V
3.3 V
5.0 V
1.0 V
Rpu(A) = 147 
Rpu(B) = 147 
Rpu(A) =169 
Rpu(B) =169 
Rpu(A) = 191 
Rpu(B) = 191 
Rpu(A) = none
Rpu(B) =178 
Rpu(A) = none
Rpu(B) = 237 
Rpu(A) = none
Rpu(B) =365 
1.2 V
Rpu(A) =182 
Rpu(B) =182 
Rpu(A) = 205 
Rpu(B) = 205 
Rpu(A) = none
Rpu(B) =178 
Rpu(A) = none
Rpu(B) = 237 
Rpu(A) = none
Rpu(B) =365 
1.5 V
Rpu(A) = 221 
Rpu(B) = 221 
Rpu(A) = none
Rpu(B) =174 
Rpu(A) = none
Rpu(B) = 232 
Rpu(A) = none
Rpu(B) =357 
1.8 V
Rpu(A) =294 
Rpu(B) =294 
Rpu(A) = none
Rpu(B) = 232 
Rpu(A) = none
Rpu(B) =357 
2.5 V
Rpu(A) = 392 
Rpu(B) = 392 
Rpu(A) = none
Rpu(B) =357 
3.3 V
Rpu(A) = none
Rpu(B) =348 
Fig 11. An example waveform for maximum frequency
f
max
1
t
LOW min

t
HIGH min

t
r actual

t
f actual

++
+
-------------------------------------------------------------------------------------------------------------
=
002aag912
tr(actual)
tf(actual)
GND
VOL
VIL
VIH
VCC
tHIGH(min)
tLOW(min)
1 / fmax
0.9 × VCC
0.1 × VCC


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