Digital current source is nonvolatile

Stephen Woodward, University of North Carolina, Chapel Hill -- 2/7/2002

Digitally programmable current sources that feature automatic trimming and retain the setting despite power-down cycles are useful in applications such as RF- and laser-communications drivers. The circuit in Figure 1, for example, is particularly suited for setting the drive current for the optical pump in widely tunable VCSELs (vertical-cavity surface-emitting lasers). These lasers are suitable in systems using wavelength-agile DWDM fiber-optic communication links. The circuit in Figure 1 delivers a stable drive current that derives its control from DPP (digitally programmed potentiometer), a Catalyst Semiconductor (www.catsemi.com) CAT5512. For the circuit values shown, you can set the output current to 500 mA to 1A; however, you can alter this span over a wide range by the judicious selection of sense resistors R1 and R2.

The unique features of the CAT5512 make possible the low component count (two chips and two resistors). The device combines a 5-bit-resolution, 100-kΩ DPP, a nonvolatile EEPROM for long-term storage of the DPP setting, and a unity-gain analog-wiper-buffer amplifier. The DPP provides a complete digital interface of the LT317 precision regulator chip to the R1, R2 split current-sense-resistor network. The result is a robust, precision programmable current source with 5-bit resolution over a flexible IMIN to IMAX range. The basis of circuit operation is the fact that the LT317 regulator generates the current necessary to maintain a constant 1.25V across the effective sense resistance: R1+(1–p)R2, where p is the DPP setting: 0, 0.032, 0.064, 0.097, ..., 0.98, 1. In this way, I1=1.25V/(R1+(1–p)R2) over the range of IMIN=1.25V/(R1+R2) for p=0 to IMAX=1.25V/R1 for p=1. The pertinent design equations are R1=1.25V/IMAX, and R2=1.25V/IMIN–R1.

Note that the R2 equation is an approximation, based on the assumption that R2 is much lower than 100 kΩ, the parallel DPP resistance. The full expression for R2 is:

ADVERTISEMENT
R2=1/(1/((1.25V/IMIN)–R1)–1/100 kΩ).

You exert control of the DPP setting "p"—and storage of the setting in nonvolatile EEPROM—via the three-wire digital interface, as described in the CAT5512 data sheet. The load-voltage- compliance limit is a function of the W1 and W2V+ supply jumpers, connected to the LT317. The maximum output voltage is the difference between the LT317's input voltage and the sum of the LT317's dropout voltage (approximately 2V) and the voltage drop across the R1+R2 series resistance: VMAX=V+–2V–IMAX(R1+R2). In the circuit in Figure 1, this voltage is V+–4.5V. This arithmetic leads to a VMAX of only 500 mV if you use the W1 option and V+=5V. This compliance figure may be insufficient for some applications. If, by contrast, you choose the W2 option and V+ is greater than 7.5V (not necessarily regulated), VMAX increases to a much more adequate 2.5V.

Is this the best Design Idea in this issue? Select at www.ednmag.com.


© 2009, Reed Business Information, a division of Reed Elsevier Inc. All Rights Reserved.