Voltage Drop Per Lead: Load Voltage:
Degradation due to load lead drop in – output:
Degradation due to load lead drop in + output:

Table A-2. Supplemental Characteristics for Agilent E4356A

Parameter

Output Programming Range

Typical Programming Resolution

Accuracy

( @ 25 °C ± 5 °C)

Drift Temperature Stability (following a 30-minute warmup, change in output over eight hours under constant line, load, and ambient temperature)

Voltage:

Current:

Overvoltage Protection:

Voltage:

Current:

Overvoltage Protection:

Overvoltage Protection (OVP):

Analog Programming (VP):

Analog Programming (IP):

Current Monitor (+IM):

Voltage:

Current:

Value

81.9 V

30.71A

96 V

20mV

7.5 mA

150 mV

1.5 V

±0.3%

± 7%

± 7%

0.02% + 2.5 mV

0.02% + 10 mA

Temperature Coefficients

(change per °C after 30-minute warmup)

Typical Common Mode Noise Current

(referenced to signal ground binding post)

Maximum Input VA and Power

AC Input Ranges

(selectable via internal switching - see Appendix F)

Output Terminal Isolation

(maximum, from chassis ground)

Maximum AC Line Current Ratings

Maximum Reverse Bias Current:

Remote Sensing Capability

Load Regulation (ΔmV)

Voltage:

50 ppm + 1.6 mV

Current:

75 ppm + 4 mA

Voltage Readback

60 ppm + 1.6 mV

±Current Readback:

85 ppm + 5 mA

Overvoltage Protection (OVP):

200 ppm + 18 mV

Analog Programming (VP):

60 ppm + 0.7 mV

Analog Programming (±IP):

275 ppm +5 mA

Current Monitor (+IM):

50 ppm + 0.6 mA

rms

500 μA

p-p

4 mA

with full load:

3800 VA; 2600 W,

with no load:

100 W

200 Vac1 nominal:

174-220 Vac

230 Vac nominal:

191-250 Vac

Frequency:

47-63 Hz

1Below 185 Vac, derate output voltage linearly to 75.3 V

 

±240 Vdc

 

 

200 Vac nominal:

19 A rms (25 A fuse)

230 Vac nominal:

19 A rms (25 A fuse)

With ac input power applied and the dc output reverse biased by an external power supply, the unit will continuously withstand without damage a current equal to its output current rating (see Table A-1).

Up to 1/2 of rated output voltage. Subtract voltage drop in load leads from specified output voltage rating.

ΔmV = Vdrop(Rsense– )/10

ΔmV = Vdrop(Rsense +)/10 +

2Vdrop(Vrating)/(Vrating + 10V)

where

Rsense – = resistance of – sense lead Rsense + = resistance of + sense lead

94 Specifications

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Image 94
Agilent Technologies E4356A Temperature Coefficients, Typical Common Mode Noise Current, Output Terminal Isolation, Rms