A

Considerations For Operating In Constant Resistance Mode

The Agilent Electronic Loads implement Constant Resistance. (CR) mode by using either the CV circuits or CC circuits to regulate the input. The low range is regulated with the CV circuits, using the input current monitor as the reference. Therefore, resistance is described by the formula

V

= R

I

in which input current I is the reference, and voltage at the input terminals, V, is the parameter controlled to determine the resistance of the load.

The middle and high ranges are regulated with the CC circuits, using the input voltage monitor as the reference. Resistance is described by the formula

I 1

=

V R

in which input voltage V is the reference, and current through the input terminals, I, is the parameter controlled to determine the resistance of the load. The reciprocal of resistance, 1/R, is conductance, G. Therefore, the two highest ranges are best thought of as constant conductance ranges, with the CC circuit used to control conductance . This affects how the specified accuracy offset errors (in siemens or 1/ohms, formerly mhos) relate to programmed values (in ohms).

Any offset voltages in the op amps that comprise the load’s regulator circuits become errors at the input terminals of the load. In both CV and CC modes the offset is constant across the specified operating range, and can be accounted for during calibration.

The effects of offsets on CR mode accuracy are specified as plus-or-minus constant values in milliohms (low range) or millisiemens (middle or high ranges), and are less than 1% of full scale. In the two higher ranges of CR mode (the constant conductance ranges), the effect on the programmed resistance value is not linear over the resistance range, because resistance is the reciprocal of conductance. Also, because

G =

I

V

the effect of an offset in current (I) on conductance (G) is greater at low input voltages and less for large input voltages.

The electronic load designs are optimized for high-current applications. Therefore, the effects of offsets are more pronounced at high resistance (very low current) values. This may not represent a problem in typical applications, such as those in which the load is used to test a power supply. For example, a 5-volt power supply being tested at 1 amp will require a load resistance of 5 ohms, which is equivalent to 0.2 siemens. The worst-case offset of + 0.008 siemens produces a resistance of between 4.8 ohms and 5.2 ohms, which represents a 4% error.

By contrast, a 10,000-ohm load connected to a 60-volt power supply will draw only 6 milliamps. Electronic loads are not designed to regulate such small currents.

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Agilent Technologies 6051A, 6050A manual Considerations For Operating In Constant Resistance Mode
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6051A, 6050A specifications

Agilent Technologies has long been a leader in providing high-performance test and measurement solutions, and the 6050A and 6051A models exemplify this commitment to quality and innovation. The 6050A and 6051A are versatile signal generators that cater to a diverse range of applications, including research and development, manufacturing, and education, making them essential tools in laboratories and production environments.

The Agilent 6050A is a high-performance RF signal generator known for its frequency range capabilities, which span from 100 kHz to 20 GHz. It offers exceptional phase noise performance and low harmonic distortion, making it ideal for applications that require high signal integrity. The device supports various modulation formats, including AM, FM, and pulse modulation, allowing users to generate a wide range of test signals to simulate real-world conditions.

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In summary, the Agilent Technologies 6050A and 6051A signal generators are powerful tools designed to meet the demands of modern RF testing. Their advanced features, paired with Agilent’s reputation for quality and precision, make them invaluable assets in any engineering or research portfolio. Whether you require sophisticated signal generation for prototype testing or educational purposes, these models will deliver the performance needed to support your objectives.
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