Saturday, June 18, 2011

2011-06-18 Generating a constant current with diodes.

Find the potential VC and current IX flowing in 2.7 kΩ resistor when the potential VX is -5 V and -10 V, respectively. Observe if there is a change in IX.

Solution

We develop equations that relate VX with VC and IX. 

KVL;  
VX + 0.3 V + 0.3 V = VC
VC = VX + 0.6 V  

KVL;
VX + 0.3 V + 0.3 V + 0.7 V + 0.7 V = VX + 0.3 V + (2.7 kΩ)(IX)
I= (1.7 V) / (2.7 kΩ) = 0.63 mA

For VX = -5 V;
VX + 0.6 V = VC = -4.4 V       Ans
IX = 0.63 mA                         Ans

For VX = -10 V;
VX + 0.6 V = VC = -9.4 V       Ans
IX = 0.63 mA                         Ans

We can see that the potential Vdepends on VX but the current IX is constant.