30029861
FIGURE 7. Thermal Resistance for 5 lead TO–263
Package Mounted on 1oz. Copper
A copper plane may be placed directly beneath the tab. Additionally, a matching plane can be placed on the opposite
side. If a plane is placed on the side opposite of the
LME49600, connect it to the plane to which the buffer’s metal
tab is soldered with a matrix of thermal vias per JEDEC Standard JESD51-5.
Determining Copper Area
Find the required copper heat sink area using the following
guidelines:
1. Determine the value of the circuit’s power dissipation, PD.
2. Specify a maximum operating ambient temperature, T
A
(MAX).
(Note that the die temperature, TJ, will be higher than
TA by an amount that is dependent on the thermal resistance
from junction to ambient, θJA). Therefore, TA must be specified such that TJ does not exceed the absolute maximum die
temperature of 150°C.
3. Specify a maximum allowable junction temperature, T
J
(MAX)
, This is the LME49600’s die temperature when the buffer
is drawing maximum current (quiescent and load). It is prudent to design for a maximum continuous junction temperature of 100°C to 130°C. Ensure, however, that the junction
temperature never exceeds the 150°C absolute maximum
rating for the part.
4. Calculate the value of junction to ambient thermal resistance, θ
JA
5. θJA as a function of copper area in square inches is shown
in Figure 7. Choose a copper area that will guarantee the
specified T
J(MAX)
for the calculated θJA. The maximum value
of junction to ambient thermal resistance, θJA, is defined as:
θJA= (T
J(MAX)
- T
A(MAX)
)/ P
D(MAX)
(°C/W) (1)
where:
T
J(MAX)
= the maximum recommended junction temperature
T
A(MAX)
= the maximum ambient temperature in the
LME49600’s environment
P
D(MAX)
= the maximum recommended power dissipation
Note: The allowable thermal resistance is determined by the
maximum allowable temperature increase:
T
RISE
= T
J(MAX)
- T
A(MAX)
Thus, if ambient temperature extremes force T
RISE
to exceed
the design maximum, the part must be de-rated by either decreasing PD to a safe level, reducing θJA further or, if available,
using a larger copper area.
Procedure
1. First determine the maximum power dissipated by the
LME49600, P
D(MAX)
. For the simple case of the buffer driving
a resistive load, and assuming equal supplies, P
D(MAX)
is giv-
en by:
P
DMAX(AC)
= (IS x VS) + (VS)2 / (2π2RL) (Watts) (2)
P
DMAX(DC)
= (IS x VS) + (VS)2 / RL (Watts) (3)
where:
VS = |VEE| + V
CC
(V)
IS =quiescent supply current (A)
Equation (2) is for sinusoidal output voltages and (3) is for DC
output voltages
2. Determine the maximum allowable die temperature rise,
T
RISE(MAX)
= T
J(MAX)
- T
A(MAX)
(°C)
3. Using the calculated value of T
RISE(MAX)
and P
D(MAX)
, find
the required value of junction to ambient thermal resistance
combining equation 1 and equation 4 to derive equation 5:
θJA = T
RISE(MAX)
/ P
D(MAX)
(4)
4. Finally, choose the minimum value of copper area from
Figure 7 based on the value for θJA.
Example
Assume the following conditions: VS = |VEE| + VCC = 30V, R
L
= 32Ω, IS = 15mA, sinusoidal output voltage, T
J(MAX)
= 125°
C, T
A(MAX)
= 85°C.
Applying Equation (2):
P
DMAX
= (IS x VS) + (VS)2 / 2π2R
L
= (15mA)(30V) + 900V2 / 142Ω
= 1.86W
Applying Equation (4):
T
RISE(MAX)
= 125°C – 85°C
= 40°C
Applying Equation (5):
θJA = 40°C/1.86W
= 21.5°C/W
www.national.com 14
LME49600