Module 3 Electrical Fundamentals flashcards
Module 3 Electrical Fundamentals · Build recall with a focused review session.
37 cards. Read the term and the definition here. The deck at the top of this page is optional.
- Elementary charge
- The smallest free charge, 1.602×10⁻¹⁹ coulomb, carried by one electron (negative) or one proton (positive). One coulomb holds about 6.24×10¹⁸ electrons.
- Valence electrons
- Electrons in the outermost shell of an atom. They determine chemical bonding and electrical behaviour: few valence electrons mean a conductor, many mean an insulator.
- Ionization
- The process of removing one or more electrons from an atom, leaving a positive ion. Free electrons and ions produced this way allow current to flow through gases.
- Coulomb's law
- The force between two point charges is proportional to the product of the charges and inversely proportional to the square of their separation: F = k·q₁·q₂/r².
- Triboelectric charging
- Charging by friction, in which contact between dissimilar materials transfers electrons from one to the other, leaving one body positive and the other equally negative.
- Charging by induction
- Bringing a charged body near an isolated conductor without contact, causing charge separation; earthing one side then leaves the conductor with a net charge opposite to the inducing body.
- Bonding and earthing
- Bonding connects two conductors so they sit at the same potential. Earthing connects equipment to ground, safely draining static charge and limiting shock risk.
- Conductor versus insulator
- A conductor (copper, aluminium, carbon) has many free electrons and low resistance. An insulator (glass, rubber, dry air) has tightly bound electrons and very high resistance.
- Electric current
- The rate of flow of electric charge, measured in amperes. One ampere equals one coulomb of charge passing a point per second: I = Q/t.
- Potential difference
- The energy transferred per unit charge between two points, measured in volts. One volt equals one joule per coulomb: V = W/Q.
- Electromotive force
- The open-circuit potential a source can supply, in volts. Terminal voltage falls below EMF by the internal drop I·r when current flows.
- Faraday's law
- The EMF induced in a coil equals the negative rate of change of magnetic flux linkage: E = −N·dΦ/dt. Faster flux change or more turns gives more EMF.
- Lenz's law
- An induced current always flows in the direction that opposes the change in flux producing it. This explains the negative sign in Faraday's law.
- Piezoelectric generation
- Generation of an EMF by applying mechanical pressure to certain crystals such as quartz. Used in spark igniters, pressure sensors, and some microphones.
- Primary versus secondary cell
- A primary cell (alkaline, carbon-zinc) is not rechargeable because its electrode reaction is irreversible. A secondary cell (lead-acid, lithium-ion) can be recharged.
- Cells in series and parallel
- Series connection adds EMFs but keeps one cell's current capacity. Parallel connection keeps one cell's EMF but adds capacities in ampere-hours.
- Internal resistance
- The resistance inside a source that causes terminal voltage to fall as current rises: V = E − I·r. It increases as a battery discharges or ages.
- Ampere-hour capacity
- The charge a battery can deliver, equal to discharge current in amperes multiplied by time in hours. A 50 Ah battery gives 5 A for about 10 hours.
- Series circuit rules
- In a series circuit the current is the same through every component, voltages add, and total resistance is the simple sum R₁ + R₂ + R₃.
- Parallel circuit rules
- In a parallel circuit the voltage is the same across every branch, branch currents add, and total resistance is less than the smallest branch resistance.
- Kirchhoff's voltage law
- Around any closed loop, the algebraic sum of EMFs equals the sum of voltage drops; equivalently the total sum is zero. Basis of loop analysis.
- Voltage divider
- Two series resistors split the supply in proportion to resistance: V_out = V_in × R₂/(R₁ + R₂), taken across R₂.
- Resistivity formula
- Resistance of a conductor is R = ρ·l/A: proportional to resistivity and length, inversely proportional to cross-sectional area. Doubling length doubles resistance.
- Resistor colour code
- Bands give digits (black 0 to white 9), then a multiplier. Gold means ±5%, silver ±10%, brown ±1%, red ±2%, and no tolerance band means ±20%.
- Temperature coefficient
- The fractional change in resistance per degree Celsius: R = R₀[1 + α(T − T₀)]. Metals have positive α; carbon and semiconductors have negative α.
- Electrical power formulas
- Power in watts equals V·I, I²R, or V²/R. Energy is power multiplied by time, with one kilowatt-hour equal to 3.6 megajoules.
- Maximum power transfer
- A source delivers maximum power to a load when load resistance equals source internal resistance. Efficiency at that point is only 50 percent.
- Capacitance formula
- Capacitance is charge per volt, C = Q/V, measured in farads. A one-farad capacitor stores one coulomb at one volt.
- Capacitor time constant
- The product R·C in seconds. After one time constant a capacitor charges to 63.2 percent of supply voltage and discharges to 36.8 percent of its starting voltage.
- Capacitive reactance
- Opposition a capacitor offers to AC: X_C = 1/(2πfC) ohms. It falls as frequency or capacitance increases, and is infinite at zero frequency (DC).
- Magnetic flux density
- Flux density B equals flux per unit area, B = Φ/A, measured in teslas. One tesla equals one weber per square metre.
- Inductive reactance
- Opposition an inductor offers to AC: X_L = 2πfL ohms. It rises with frequency and inductance, and is zero at DC once current is steady.
- Inductor energy storage
- An inductor stores energy in its magnetic field: W = ½·L·I². Current cannot change instantaneously, so the field collapses through a path such as a flyback diode.
- RMS and peak values
- For a sine wave, RMS equals peak divided by √2, about 0.707 of peak. RMS is the value that produces the same heating as an equal DC value.
- Impedance and phase angle
- Impedance Z = √(R² + (X_L − X_C)²) ohms. Phase angle φ = arctan[(X_L − X_C)/R]; current lags when inductive, leads when capacitive.
- Series resonance
- Occurs when X_L equals X_C, at f = 1/(2π√(LC)). Impedance is then minimum and equal to R, so current is maximum and in phase with voltage.
- Power factor
- The ratio of true power to apparent power, cos φ, equal to R/Z. A low value means large reactive current; parallel capacitors correct inductive loads.