Electronics
Comprehensive guide to electronic components, circuits, and systems.
Semiconductor Devices
Semiconductor devices are the building blocks of modern electronics. Key semiconductor devices include:
1. Diodes:
A diode is a two-terminal electronic component that conducts current primarily in one direction. The I-V characteristic of an ideal diode is:
I = I_s × (e^(V/V_T) - 1)
Where:
- I_s = reverse saturation current
- V_T = thermal voltage (≈ 26 mV at room temperature)
2. Transistors:
Bipolar Junction Transistors (BJTs) and Field-Effect Transistors (FETs) are the most common types of transistors.
For a BJT in active mode:
I_C = β × I_B
Where:
- I_C = collector current
- I_B = base current
- β = current gain
For a MOSFET in saturation region:
I_D = (μ_n × C_ox × W/L) × (V_GS - V_TH)²/2
Where:
- I_D = drain current
- μ_n = electron mobility
- C_ox = gate oxide capacitance per unit area
- W/L = width-to-length ratio of the channel
- V_GS = gate-to-source voltage
- V_TH = threshold voltage
Operational Amplifiers
Operational amplifiers (op-amps) are high-gain voltage amplifiers with differential inputs. Common op-amp circuits include:
1. Inverting Amplifier:
V_out = -(R_f/R_in) × V_in
2. Non-inverting Amplifier:
V_out = (1 + R_f/R_in) × V_in
3. Summing Amplifier:
V_out = -(R_f/R_1 × V_1 + R_f/R_2 × V_2 + ... + R_f/R_n × V_n)
4. Differentiator:
V_out = -R_f × C × dV_in/dt
5. Integrator:
V_out = -(1/R_in × C) × ∫V_in dt
Where:
- R_f = feedback resistor
- R_in = input resistor
- C = capacitor
Digital Electronics
Digital electronics deals with signals that have discrete values, typically represented as binary (0 and 1). Key concepts include:
1. Boolean Algebra:
Basic operations:
- AND: A·B or A∧B
- OR: A+B or A∨B
- NOT: Ā or ¬A
2. Logic Gates:
Truth tables for basic gates:
AND Gate:
A B | Y
0 0 | 0
0 1 | 0
1 0 | 0
1 1 | 1
OR Gate:
A B | Y
0 0 | 0
0 1 | 1
1 0 | 1
1 1 | 1
NOT Gate:
A | Y
0 | 1
1 | 0
3. Sequential Logic:
Sequential logic circuits have memory and their outputs depend on both current and previous inputs. Examples include flip-flops and registers.
4. Combinational Logic:
Combinational logic circuits have outputs that depend only on the current inputs. Examples include multiplexers, decoders, and adders.