Selecting sense resistors for motor control with reinforced isolation

This article summarizes the differences in standards between traditional optocoupler-based technologies and inductive and capacitive technologies for reinforced isolation. It describes a system using digital control of a motor drive that incorporates current sense resistors for sensing winding current, and recommends how to select the best resistor for this application.


By Cathal Sheehan, Bourns Electronics and Nicola O’Byrne, Analog Devices      Download PDF of this article


The use of current sense resistors is part of a trend in motor control system design that benefits from adopting new digital isolation technologies. These technologies offer higher reliability levels to designers based on the introduction of the component level standard IEC 60747-17, which specifies the performance, test, and certification requirements for capacitive and magnetically coupled isolators. Digital isolation offers other benefits such as faster loop responses, allowing for integrated overcurrent protection, as well as narrower dead times. This enables smoother output voltages that, in turn, provide better control of torque. Designers of motor drives are most likely aware of the need to comply with international standards for isolation. Isolation is necessary for a number of reason. 1) It prevents electrical noise from the ground connection of a high-power circuit being induced onto a low power signal line. 2) It provides electrical safety for end users by preventing dangerous voltages and currents from transferring to a benign, low voltage environment.

The IEC 61010-1 Edition 3 standard specifies that the system-level designer must be aware of the distances between conductors, through air (clearance) and over surfaces (creepage). It also stipulates they must know the separation between conductors and metallic parts in potting, molding compounds, and thin film insulation. A designer should ensure that the chosen components guarantee a certain level of safety if they are being used on systems compliant to IEC61010-1, according to the industry accepted time-dependent dielectric breakdown (TDDB) analysis, which then helps to extrapolate the device lifespan and continuous working voltage (VIORM).

Table 1. Key differences between optocoupler and non-optocoupler-based isolation

 

While IEC 60747-17 (DIN V VDE V 0884-11) was adopted to specifically define insulation using inductive and capacitive technologies, the well-established IEC 60747-5-5 standard was used to define the insulation using optocoupler technologies. However, IEC 60747-5-5 does not specify the TDDB analysis to determine the continuous working voltage or lifetime. It relies on the partial discharge voltage test to establish the working voltage, but does not define the working lifetime of the device. Hence, inductive and capacitive technologies have a minimum rated lifetime of 37.5 years, while there is no definition for optocoupler-based isolators. Table 1 summarizes the key differences between optocoupler and non-optocoupler-based standards. The conclusion is that non-optocoupler-based standards will gain more acceptance over time as they offer greater security to design engineers and longer operating lifespans.

Figure 1. Block diagram of three-phase motor drive with digital isolation and sense resistors

 

Figure 1 shows a typical three-phase permanent magnet motor drive using sense resistors for measuring the winding current and with feedback through the Analog Devices AD7403 isolated Σ-Δ modulator and a sinc3 filter. The AD7403 uses a single second-order modulator digitizing circuit that converts the analog signal from the sense resistor into an isolated single-bit pulse stream, which scales according to the full-scale input voltage range. The sinc3 filter then extracts the average value of the current, while eliminating noise created by inverter switching. It can store a 16-bit integer representing the current in memory and, at the same time, it can compare the number with a reference representing current limits and send an alert via a separate pin during overload conditions. The use of shorter filters for overload monitoring, in parallel with the measurement filter, allows alert latencies to be reduced. The AD7403 has reinforced isolation allowing the current sense resistor voltage to be measured directly by the modulator with no extra components apart from a simple, discrete, low-pass filter, comprising a resistor and capacitor. The specified maximum operating voltage of the modulator is ±250mV, which requires that the resistance value of the current sense resistor to be less than 250 mV/IMAX.

Given that the output of the AD7403 is a 16-bit number, the potential accuracy of the current measurement is limited not by the ADC conversion, but by the voltage reading itself. The drift of the resistance with temperature will vary depending on the material used in the resistor element, as well as the power rating and the actual physical size of the component. Resistive elements made up of special alloys of nickel, copper, and manganese have parabolic resistance drift curves, as shown in figure 2. These alloys are the most accurate materials used for current sensing applications. Figure 2 also shows the upper and lower limits of resistance drift of a Bourns model CSS4J-4026R resistor, corresponding to a temperature coefficient of 50 ppm/°C. This gap is caused by the copper terminals of the resistor, which increase drift due to the high TCR of copper (4000 ppm/°C). The Bourns model CST0612 series is a 1W, 4-terminal resistor made from a special alloy. It measures 3.2mm × 1.65mm, has a TCR of ±100 ppm/°C, and the difference in TCR between Bourns model CST0612 and model CSS4J-4026R can be explained by the proportion of copper, with respect to the resistive element. The additional copper with its low thermal resistance helps the component absorb the high power without overheating. This example demonstrates the trade-off between the size of the component, the power rating, and the drift in the resistance value over temperature.

Figure 2. Parabolic TCR curve of Bourns model CSS4J-4026R current sense resistor

 

Let us use Bourns part number CSS4J-4026R-L500F for calculating the resistance drift at full power and at an ambient temperature of 70°C. CSS4J-4026R-L500F is a 0.5 mΩ (±1%) sense resistor rated to 5 watts of power, at a maximum ambient temperature of 130°C. It derates from 100% power to zero W at 170°C. The thermal resistance of the component therefore, is 8°C/W. At full power and an ambient temperature of 70°C, we can expect the surface temperature of the component to reach 110°C (70°C + 8×5°C). The drift in resistance at 110°C can be taken from figure 2, which is +0.45% of the nominal value at 25°C. The absolute tolerance is ±1% and therefore, the accuracy of the current measurement will be a maximum of +1.45%.

Motor drives will experience short circuits from time to time, and the current sense resistor must be able to handle short overloads without being damaged. Using the Bourns model CST0612 current sense resistor as an example, it is possible to calculate the mass of this component from the material data sheet on the Bourns website at 0.0132g. Alternatively, it can be calculated from the dimensions, and the density of copper and alloys (8.4 g/cm3). The rate of rise in temperature can be calculated by the following:

dT = P

dt     mC

Where P is power (watts), m is the mass of the component (g), and C is the specific heat capacity of the metal alloy. An overload of 50A in a resistance of 1mΩ, would create a 462°C per second temperature slew rate. Assuming a steady state temperature of 50°C, the width of the short circuit period cannot exceed 0.22 seconds. This can be extended by increasing the overall mass through copper plating on the circuit board. A thicker, larger part such as model CSS4J-4026 with a mass of 0.371g would have a temperature slew rate of 16.5°C per second, given the same overload. Assuming the component had a surface temperature of 100°C, it would handle the energy for up to four seconds before the surface temperature reached the maximum allowed value of 170°C.

The AD7403 has a full-scale input of ±250 mV from the resistor. The following matrix outlines the voltage drop at maximum current across Bourns high power, current sense resistor models. The designer can compensate for lower voltages by adjusting the scaling factor.

According to IEC60747-17, the minimum lifetime of a digital isolator rated to reinforced isolation should be 37.5 years. While there is no such reference for more traditional optocoupler technologies, designers should feel more confident about working with digitally isolated systems in the future. Current sense resistors made using special alloys have low resistance drift over temperature, and produce output voltages which can be read with an adjustable scaling factor by an isolated Σ-Δ modulator, such as those using Analog Devices iCoupler technology. The accuracy of the current measurement will depend on the temperature of the resistor, which in turn depends on the power as a proportion of the power rating, as well as on the ambient temperature.

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