1.6 Exercises
Analysis Problems
- For the circuit of Figure 1.6.1, determine πΌπ· and ππ·π. πΌπ·ππ = 40 mA, ππΊπ(πππ) = β4 V, ππ·π· = 26 V, ππΊπΊ = β2 V, π πΊ = 220 kΞ©, π π· = 1.2 kΞ©.
- For the circuit of Figure 1.6.1, determineΒ πΌπ· and ππ·π. πΌπ·ππ = 20 mA, ππΊπ(πππ) = β3 V, ππ·π· = 22 V, ππΊπΊ = β1 V, π
πΊ = 390 kΞ©, π
π· = 1 kΞ©.
- For the circuit of Figure 1.6.2, determine πΌπ·, ππΊ and ππ·. πΌπ·ππ = 24 mA, ππΊπ(πππ) = β6 V, ππ·π· = 36 V, π πΊ = 220 kΞ©, π π = 2 kΞ©, π π· = 1.8 kΞ©.
- For the circuit of Figure 1.6.2, determine πΌπ·, ππ and ππ·π. πΌπ·ππ = 18 mA, ππΊπ(πππ) = β3 V, ππ·π· = 30 V, π πΊ = 270 kΞ©, π π = 2.7 kΞ©, π π· = 3.3 kΞ©.
- For Figure 1.6.3, determine πΌπ·, ππΊ and ππ·. πΌπ·ππ = 16 mA, ππ·π· = 25 V, ππΊπ(πππ) = β3 V, πππ = β6 V, π πΊ = 560 kΞ©, π π = 2 kΞ©, π π· = 3.6 kΞ©.
- For Figure 1.6.3, determine πΌπ·, and ππ·π. πΌπ·ππ = 16 mA, ππ·π· = 25 V, ππΊπ(πππ) = β3 V, πππ = β9 V, π
πΊ = 680 kΞ©, π
π = 2 kΞ©, π
π· = 2.7 kΞ©.
- For Figure 1.6.4, determine πΌπ·, ππΊ and ππ·. πΌπ·ππ = 16 mA, ππ·π· = 25 V, ππΊπ(πππ) = β3 V, ππΈπΈ = β9 V, π πΊ = 810 kΞ©, π πΈ = 2 kΞ©, π π· = 2.7 kΞ©.
- For the circuit of Figure 1.6.4, determine πΌπ· and ππ·π. πΌπ·ππ = 40 mA, ππΊπ(πππ) = β4 V, ππ·π· = 30 V, ππΈπΈ = β6 V, π πΊ = 750 kΞ©, π πΈ = 500 Ξ©, π π· = 1.8 kΞ©.
Design Problems
- Using the circuit of Figure 1.6.2, determine a value for π π to set πΌπ· to 4 mA. πΌπ·ππ = 10 mA, ππΊπ(πππ) = β2 V, ππ·π· = 20 V, π πΊ = 430 kΞ©, π π· = 1.8 kΞ©.
- Using the circuit of Figure 1.6.1, determine a value for ππΊπΊ to set πΌπ· to 2 mA. πΌπ·ππ = 10 mA, ππΊπ(πππ) = β4 V, ππ·π· = 28 V, π πΊ = 470 kΞ©, π π· = 4.7 kΞ©.
- Using the circuit of Figure 10.6.410.6.4, determine a value for π πΈ to set πΌπ· to 4 mA. πΌπ·ππ = 18 mA, ππΊπ(πππ) = β3 V, ππ·π· = 25 V, ππΈπΈ = β12 V, π πΊ = 330 kΞ©, π π· = 2.2 kΞ©.
- Using the circuit of Figure 1.6.4, determine values for π πΈ and π π· to set πΌπ· to 5 mA and ππ· to 6 V. πΌπ·ππ = 20 mA, ππΊπ(πππ) = β4 V, ππ·π· = 32 V, ππΈπΈ = β10 V, π πΊ = 390 kΞ©.
Challenge Problems
- Following the derivation of Equation 10.4.2, derive Equation 10.4.4.
- Β Using the circuit of Figure 1.6.3, determine values for π π and πππ to set πΌπ· to 4 mA. πΌπ·ππ = 16 mA, ππΊπ(πππ) = β4 V, ππ·π· = 30 V, π πΊ = 680 kΞ©, π π· = 2 kΞ©.
Computer Simulation Problems
- Β Perform a DC operating point simulation on the circuit of Problem 7 to verify the results. The J111 will be sufficient.
- Perform a DC operating point simulation on the circuit of Problem 10 to verify the results. The J111 will be sufficient.
Department of Marginal Utility
The graphs of Figure 10.4.13 represent three slices from this surface.
Looks cool, but…