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ATS692LSH Fiches technique(PDF) 10 Page - Allegro MicroSystems

No de pièce ATS692LSH
Description  Two-wire, pulse width output protocol
PDF  12 Pages
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Fabricant  ALLEGRO [Allegro MicroSystems]
Site Internet  http://www.allegromicro.com
Logo ALLEGRO - Allegro MicroSystems

ATS692LSH Fiches technique(HTML) 10 Page - Allegro MicroSystems

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Two-Wire, Differential, Vibration Resistant
Sensor IC with Speed and Direction Output
ATS692LSH(RSNPH)
10
Allegro MicroSystems, LLC
115 Northeast Cutoff
Worcester, Massachusetts 01615-0036 U.S.A.
1.508.853.5000; www.allegromicro.com
Application Information
Figure 8. Typical application circuit
2
ATS692
1
3
VCC
GND
TEST
TEST
4
0.01 F
100
R
L
C
L
C
BYPASS
V
CC
Power Derating
The device must be operated below the maximum junction
temperature of the device, TJ(max). Under certain combinations of
peak conditions, reliable operation may require derating supplied
power or improving the heat dissipation properties of the appli-
cation. This section presents a procedure for correlating factors
affecting operating TJ. (Thermal data is also available on the
Allegro website.)
The Package Thermal Resistance, RJA, is a figure of merit sum-
marizing the ability of the application and the device to dissipate
heat from the junction (die), through all paths to the ambient air.
Its primary component is the Effective Thermal Conductivity, K,
of the printed circuit board, including adjacent devices and traces.
Radiation from the die through the device case, RJC, is relatively
small component of RJA. Ambient air temperature, TA, and air
motion are significant external factors, damped by overmolding.
The effect of varying power levels (Power Dissipation, PD), can
be estimated. The following formulas represent the fundamental
relationships used to estimate TJ, at PD.
PD = VIN
× IIN
(1)

T = PD
× RJA
(2)
TJ = TA + ΔT
(3)
For example, given common conditions such as: TA= 25°C,
VCC = 12 V, ICC = 6.5 mA, and RJA = 126 °C/W, then:
PD = VCC
× ICC = 12 V × 6.5 mA = 78 mW
T = PD
× RJA = 78 mW × 126 °C/W = 9.8°C
TJ = TA + T = 25°C + 9.8°C = 34.8°C
A worst-case estimate, PD(max), represents the maximum allow-
able power level (VCC(max), ICC(max)), without exceeding
TJ(max), at a selected RJA and TA.
Example: Reliability for VCC at TA=150°C, package SH, using a
single-layer PCB.
Observe the worst-case ratings for the device, specifically:
RJA=126 °C/W, TJ(max) =165°C, VCC(max) =24 V, and
ICC(mean) = 13 mA. (Note: At maximum target frequency,
ICC(LOW) = 8 mA, ICC(HIGH) = 16 mA, and maximum pulse
widths, the result is a duty cycle of 62.4% and a worst case
ICC(mean) of 13 mA.)
Calculate the maximum allowable power level, PD(max). First,
invert equation 3:
Tmax = TJ(max) – TA = 165°C–150°C = 15°C
This provides the allowable increase to TJ resulting from internal
power dissipation. Then, invert equation 2:
PD(max) = Tmax÷RJA =15°C÷126 °C/W=119 mW
Finally, invert equation 1 with respect to voltage:
VCC(est) = PD(max) ÷ ICC(max)= 119 mW÷13 mA= 9.2 V
The result indicates that, at TA, the application and device can
dissipate adequate amounts of heat at voltages ≤VCC(est).
Compare VCC(est) to VCC(max). If VCC(est) ≤ VCC(max), then
reliable operation between VCC(est) and VCC(max) requires
enhanced RJA. If VCC(est) ≥ VCC(max), then operation between
VCC(est) and VCC(max) is reliable under these conditions.



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