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240D10 Datasheet(PDF) 9 Page - List of Unclassifed Manufacturers

Part # 240D10
Description  SOLID-STATE RELAYS
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Manufacturer  ETC2 [List of Unclassifed Manufacturers]
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240D10 Datasheet(HTML) 9 Page - List of Unclassifed Manufacturers

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Form 859-990514
SOLID-STATE RELAYS
DATA SHEET
page 9/12
Opto 22 • 43044 Business Park Drive • Temecula, CA 92590 • Phone: (909)695-3000 • (800)321-OPTO • Fax: (909)695-3095 • Internet: www.opto22.com
Inside Sales:(800)452-OPTO •Product Support: (800)TEK-OPTO•(909)695-3080•Fax:(909)695-3017 •E-mail:support@opto22.com•FaxBack:(800)474-OPTO
Heat Sink Calculation
Like all semiconductor devices, SSR current
ratings must be based on maximum junction
temperature. All Opto 22 SSRs operate
conservatively at maximum junction temperatures
of 110° C. Determining an adequate heat sink
for a given SSR conducting a given current is
very simple.
Note: Thermally conductive grease must be used
between the relay base and the heat sink.
Sample Calculation Given:
120-Volt, 20-Amp Load
50° C Ambient Air
ChooseModel120D25SSR.
Calculate dissipation as: 20 amps x 1.3 Watts per amp = 26 Watts
Calculate temperature rise junction to SSR base as: 26 Watts x 1.2° C per Watt = 31.2° C
Calculateallowabletemperatureofheatsinkbysubtracting31.2°Cfrom110°Callowablejunctiontemperature:
110° C-31.2 = 78.8° C
The heat sink is in a 50°C ambient, therefore, allowable temperature rise on heat sink is: 78.8° C-50° C = 28.8° C
If heat sink is allowed to rise 28.8° C above ambient, then the thermal resistance of the heat sink is simply the 28.8° C risedivided by the 26
Watt. Any heat sink having a thermal resistance less than 1.1° C per Watt will be adequate.
Duty Cycle Calculation
When solid-state relays are operated in an on/off mode, it may be advantageous to calculate the RMS value of the current through the SSR
for heat sinking or determining the proper current rating of the SSR for the given application.
I
RMS = RMS value of load or SSR
T
1 = Time current is on
T
2 = Time current is off
I
ON = RMS value of load current during on period
I
RMS =
(I
ON)
2 x T
1
T
1 + T2
Tips
Applications


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