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AM26LS30 데이터시트(PDF) 9 Page - Motorola, Inc

부품명 AM26LS30
상세설명  DUAL DIFFERENTIAL/ QUAD SINGLE.ENDED LINE DRIVERS
PDF  14 Pages
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제조업체  MOTOROLA [Motorola, Inc]
홈페이지  http://www.freescale.com
Logo MOTOROLA - Motorola, Inc

AM26LS30 데이터시트(HTML) 9 Page - Motorola, Inc

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AM26LS30
9
MOTOROLA ANALOG IC DEVICE DATA
Operating Temperature Range
The maximum ambient operating temperature, listed as
+85
°C, is actually a function of the system use (i.e.,
specifically how many drivers within a package are used) and
at what current levels they are operating. The maximum
power which may be dissipated within the package is
determined by:
P
Dmax +
T
Jmax *
T
A
RqJA
where R
θJA = package thermal resistance which is typically:
67
°C/W for the DIP (PC) package,
120
°C/W for the SOIC (D) package,
TJmax = max. allowable junction temperature (150°C)
TA = ambient air temperature near the IC package.
1) Differential Mode Power Dissipation
For the differential mode, the power dissipated within the
package is calculated from:
PD = [(VCC – VOD)  IO] (each driver) + (VCC  IB)
where:
VCC = the supply voltage
where:
VOD = is taken from Figure 6 for the known
where:
VOD = value of IO
where:
IB = the internal bias current (Figure 7)
As indicated in the equation, the first term (in brackets) must
be calculated and summed for each of the two drivers, while
the last term is common to the entire package. Note that the
term (VCC –VOD) is constant for a given value of IO and does
not vary with VCC. For an application involving the following
conditions:
TA = +85°C, IO = –60 mA (each driver), VCC = 5.25 V, the
suitability of the package types is calculated as follows.
The power dissipated is:
PD = [3.0 V  60 mA  2] + (5.25 V  18 mA)
PD = 454 mW
The junction temperature calculates to:
TJ = 85°C + (0.454 W  67°C/W) = 115°C for the
TJ = DIP package,
TJ = 85°C + (0.454 W  120°C/W) = 139°C for the
TJ = SOIC package.
Since the maximum allowable junction temperature is not
exceeded in any of the above cases, either package can be
used in this application.
2) Single–Ended Mode Power Dissipation
For the single–ended mode, the power dissipated within
the package is calculated from:
PD = (IB+  VCC) + (IB–  VEE) +
[(IO  (VCC – VOH)](each driver)
The above equation assumes IO has the same magnitude
for both output states, and makes use of the fact that the
absolute value of the graphs of Figures 10 and 11 are nearly
identical. IB+ and IB– are obtained from the right half of
Figures 12 and 13, and (VCC – VOH) can be obtained from
Figure 10. Note that the term (VCC – VOH) is constant for a
given value of IO and does not vary with VCC. For an
application involving the following conditions:
TA = +85°C, IO = –60 mA (each driver), VCC = 5.25 V,
VEE = –5.25 V, the suitability of the package types is
calculated as follows.
The power dissipated is:
PD = (24 mA  5.25 V) + (–3.0 mA  –5.25 V) +
PD = [60 mA  1.45 V  4.0]
PD = 490 mW
The junction temperature calculates to:
TJ = 85°C + (0.490 W  67°C/W) = 118°C for the
TJ = DIP package,
TJ = 85°C + (0.490 W  120°C/W) = 144°C for the
TJ = SOIC package.
Since the maximum allowable junction temperature is not
exceeded in any of the above cases, either package can be
used in this application.



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