IB Physics HL: Circuits, Simple Harmonic Motion (SHM) & Waves

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Comprehensive vocabulary flashcards covering electric circuits, simple harmonic motion, wave mechanics, interference, diffraction, damping, and resonance for IB Physics HL.

54 Terms

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Electric Circuit

A closed conduction loop that requires a source of potential difference (p.d.), connecting wires, and circuit components through which charge carriers can circulate.

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Circuit Symbols

Standardized schematic diagrams representing electrical components including cells, batteries, switches, resistors, variable resistors, potentiometers, thermistors, LDRs, diodes, lamps, heating elements, motors, and earth ground connections.

<p>Standardized schematic diagrams representing electrical components including cells, batteries, switches, resistors, variable resistors, potentiometers, thermistors, LDRs, diodes, lamps, heating elements, motors, and earth ground connections.</p>
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Ammeter

A device connected in series within a circuit branch to measure electric current; an ideal ammeter has zero internal resistance (R=0R = 0).

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Voltmeter

A device connected in parallel across a circuit component to measure the potential difference between two points; an ideal voltmeter has infinite resistance (R=∞R = \infty).

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Charge Carriers

Mobile charged particles whose flow constitutes an electric current; they are free (delocalised) electrons in metallic conductors and positive and negative ions in electrolytes.

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Electric Current (II)

The rate of flow of electric charge carriers through a cross-section, defined as I=ΔqΔtI = \frac{\Delta q}{\Delta t} with unit ampere (1 A=1 C s−11\,\text{A} = 1\,\text{C}\,\text{s}^{-1}); for nn particles each of charge ee, I=netI = \frac{ne}{t}.

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Conventional Current vs. Electron Flow

Conventional current is defined as the flow of positive charge from the positive terminal to the negative terminal (+→−+\rightarrow -), whereas electrons travel in the opposite direction from negative to positive (−→+-\rightarrow +).

<p>Conventional current is defined as the flow of positive charge from the positive terminal to the negative terminal ($$+\rightarrow -$$), whereas electrons travel in the opposite direction from negative to positive ($$-\rightarrow +$$).</p>
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Drift Speed

The slow average net speed acquired by electrons moving opposite to an applied electric field through a conductor due to repeated collisions with vibrating lattice ions.

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Direct Current (dc)

Electric current that flows in one direction only with a constant value, delivered by cells and batteries where the terminal polarity remains unchanging over time.

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Potential Difference (p.d., VV)

The work done per unit charge on moving a positive test charge between two points along the path of a current (V=WqV = \frac{W}{q}), measured in volts (1 V=1 J C−11\,\text{V} = 1\,\text{J}\,\text{C}^{-1}).

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Electronvolt (eV\text{eV})

A unit of energy equal to the work required to move an electron through a potential difference of 1 V1\,\text{V}, calculated as W=qV=(1.60×10−19 C)(1 V)=1.60×10−19 JW = qV = (1.60 \times 10^{-19}\,\text{C})(1\,\text{V}) = 1.60 \times 10^{-19}\,\text{J}.

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Resistance (RR)

The ratio of the potential difference across a conductor or component to the current flowing through it, defined by R=VIR = \frac{V}{I} and measured in ohms (Ω\Omega).

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Resistivity (ρ\rho)

An intrinsic property of a conducting material equal to its resistance per unit length with unit cross-sectional area, given by ρ=RAL\rho = \frac{RA}{L} and measured in Ω m\Omega\,\text{m}.

<p>An intrinsic property of a conducting material equal to its resistance per unit length with unit cross-sectional area, given by $$\rho = \frac{RA}{L}$$ and measured in $$\Omega\,\text{m}$$.</p>
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Ohm's Law

The law stating that for a metallic conductor maintained at a constant temperature, the current flowing through it is directly proportional to the potential difference across it (I∝VI \propto V).

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Ohmic vs. Non-Ohmic Conductors

Ohmic conductors possess a constant resistance, yielding a straight-line I–VI\text{--}V graph passing through the origin; non-ohmic conductors have a variable resistance where the I–VI\text{--}V relationship is non-linear.

<p>Ohmic conductors possess a constant resistance, yielding a straight-line $$I\text{--}V$$ graph passing through the origin; non-ohmic conductors have a variable resistance where the $$I\text{--}V$$ relationship is non-linear.</p>
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Filament Lamp Characteristic

A non-ohmic I–VI\text{--}V curve that flattens at higher voltages because increasing current raises drift speed and lattice ion vibrations, increasing wire temperature and resistance.

<p>A non-ohmic $$I\text{--}V$$ curve that flattens at higher voltages because increasing current raises drift speed and lattice ion vibrations, increasing wire temperature and resistance.</p>
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Potential Divider

A circuit arrangement of series resistors designed to divide the supply potential difference across components in direct proportion to their individual resistances (V1V2=R1R2\frac{V_1}{V_2} = \frac{R_1}{R_2}).

<p>A circuit arrangement of series resistors designed to divide the supply potential difference across components in direct proportion to their individual resistances ($$\frac{V_1}{V_2} = \frac{R_1}{R_2}$$).</p>
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Potentiometer

A three-terminal variable resistor with a sliding contact arranged as a potential divider to provide a continuously variable output voltage ranging from 0 V0\,\text{V} up to the full source voltage.

<p>A three-terminal variable resistor with a sliding contact arranged as a potential divider to provide a continuously variable output voltage ranging from $$0\,\text{V}$$ up to the full source voltage.</p>
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Negative Temperature Coefficient (NTC) Thermistor

A non-ohmic semiconductor sensor whose electrical resistance decreases substantially as temperature rises, due to the thermal release of numerous free charge carriers.

<p>A non-ohmic semiconductor sensor whose electrical resistance decreases substantially as temperature rises, due to the thermal release of numerous free charge carriers.</p>
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Light-Dependent Resistor (LDR)

A non-ohmic semiconductor component whose electrical resistance falls from megohms (MΩ\text{M}\Omega) in darkness to tens of ohms (Ω\Omega) in bright light as incident photons liberate electrons.

<p>A non-ohmic semiconductor component whose electrical resistance falls from megohms ($$\text{M}\Omega$$) in darkness to tens of ohms ($$\Omega$$) in bright light as incident photons liberate electrons.</p>
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Electrical Power (PP)

The rate at which energy is transferred or dissipated in an electrical circuit, defined by P=Wt=IV=I2R=V2RP = \frac{W}{t} = IV = I^2R = \frac{V^2}{R}, measured in watts (1 W=1 J s−11\,\text{W} = 1\,\text{J}\,\text{s}^{-1}).

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Electromotive Force (emf, ε\varepsilon)

The energy converted from non-electrical forms into electrical energy per unit charge moving through the source, equivalent to the open-circuit terminal potential difference (ε=Wq\varepsilon = \frac{W}{q}).

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Internal Resistance (rr)

The electrical resistance inherent to the electrolyte and electrodes within a power source that dissipates thermal energy internally when current flows.

<p>The electrical resistance inherent to the electrolyte and electrodes within a power source that dissipates thermal energy internally when current flows.</p>
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Terminal Potential Difference (VV) and Lost Volts (IrIr)

Terminal p.d. is the potential difference across external load resistance (V=IRV = IR), while lost volts represents the potential drop across internal resistance; during discharge, V=ε−IrV = \varepsilon - Ir.

<p>Terminal p.d. is the potential difference across external load resistance ($$V = IR$$), while lost volts represents the potential drop across internal resistance; during discharge, $$V = \varepsilon - Ir$$.</p>
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Maximum Power Transfer Theorem

The electrical principle establishing that the maximum power output transferred from a source to an external load resistor occurs when the load resistance equals the internal resistance (R=rR = r).

<p>The electrical principle establishing that the maximum power output transferred from a source to an external load resistor occurs when the load resistance equals the internal resistance ($$R = r$$).</p>
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Primary Cell

A non-rechargeable electrochemical cell that irreversibly converts chemical energy into electrical energy until its chemical reactants are permanently depleted.

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Secondary Cell

A rechargeable electrochemical cell in which electrical energy can reverse the internal chemical reaction to restore its stored chemical potential energy.

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Photovoltaic (Solar) Cell

A semiconductor device that converts incident light directly into electrical energy via the photoelectric release of electrons, generating approximately 1 V1\,\text{V} emf with roughly 25%25\% efficiency.

<p>A semiconductor device that converts incident light directly into electrical energy via the photoelectric release of electrons, generating approximately $$1\,\text{V}$$ emf with roughly $$25\%$$ efficiency.</p>
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Simple Harmonic Motion (SHM)

Periodic oscillatory motion in which acceleration is directly proportional to displacement from the equilibrium position and directed towards that position (a=−ω2xa = -\omega^2 x).

<p>Periodic oscillatory motion in which acceleration is directly proportional to displacement from the equilibrium position and directed towards that position ($$a = -\omega^2 x$$).</p>
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Isochronous Oscillation

An oscillation whose period remains constant regardless of variations in the amplitude of the motion, a defining property of simple harmonic motion.

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Angular Frequency (ω\omega)

A scalar measure of the rotation rate or oscillatory frequency of a body, defined by ω=2πf=2πT\omega = 2\pi f = \frac{2\pi}{T}, expressed in radians per second (rad s−1\text{rad}\,\text{s}^{-1}).

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Phase Difference (Δϕ\Delta\phi)

The horizontal shift or fractional difference in the cycle between two oscillating bodies or waves, determined by Δϕ=(ΔtT)×2π\Delta\phi = \left(\frac{\Delta t}{T}\right) \times 2\pi radians (or ×360∘\times 360^\circ).

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Transverse Wave

A travelling or stationary wave in which the particles of the medium oscillate perpendicular to the direction of wave propagation and energy transfer.

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Longitudinal Wave

A wave in which the particles of the medium oscillate parallel to the direction of wave travel, creating alternating regions of high pressure (compressions) and low pressure (rarefactions).

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Wavefront and Ray

A wavefront is an imaginary surface connecting adjacent points vibrating in identical phase; a ray is a directed vector perpendicular to wavefronts showing the direction of energy propagation.

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Wave Intensity (II)

The radiant power transferred by a wave per unit cross-sectional area perpendicular to the direction of travel (I∝amplitude2I \propto \text{amplitude}^2), obeying I=P4πd2I = \frac{P}{4\pi d^2} for isotropic point sources.

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Refraction

The change in direction of a wavefront caused by a variation in wave speed when entering a different optical or physical medium.

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Snell's Law

The optical relation governing refraction across an interface: sin⁡(i)sin⁡(r)=v1v2=λ1λ2=n2n1=constant\frac{\sin(i)}{\sin(r)} = \frac{v_1}{v_2} = \frac{\lambda_1}{\lambda_2} = \frac{n_2}{n_1} = \text{constant}.

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Dispersion

The separation of polychromatic radiation into its constituent component wavelengths due to the wavelength-dependence of the refractive index (nviolet>nredn_\text{violet} > n_\text{red}).

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Critical Angle (cc)

The angle of incidence within an optically denser medium that results in an angle of refraction of exactly 90∘90^\circ in the adjacent rarer medium.

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Total Internal Reflection (TIR)

The complete reflection of incident light back into an optically denser medium when light strikes a boundary with a rarer medium at an angle of incidence greater than the critical angle (i>ci > c).

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Diffraction

The bending and lateral spreading of waves around obstacles or through apertures, occurring most prominently when the aperture size (bb) is comparable to or smaller than the wavelength (λ≥b\lambda \ge b).

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Huygens' Principle

The wave principle stating that every point on an advancing wavefront acts as a source of secondary wavelets propagating forward at wave speed, whose forward tangent forms the next wavefront.

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Single-Slit Diffraction Minimum

The angular position of zero intensity produced by destructive interference across a slit of width bb, given for the first minimum by θ=λb\theta = \frac{\lambda}{b} radians.

<p>The angular position of zero intensity produced by destructive interference across a slit of width $$b$$, given for the first minimum by $$\theta = \frac{\lambda}{b}$$ radians.</p>
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Principle of Superposition

The principle stating that when two or more overlapping waves meet at a point in a medium, the net displacement equals the algebraic sum of their individual displacements.

<p>The principle stating that when two or more overlapping waves meet at a point in a medium, the net displacement equals the algebraic sum of their individual displacements.</p>
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Coherent Sources

Two or more wave sources that emit waves with identical frequency, identical wavelength, and a constant relative phase difference over time.

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Fringe Spacing (ss)

The linear separation between consecutive constructive maxima (or destructive minima) on a screen at distance DD from two coherent slits separated by distance dd, calculated as s=λDds = \frac{\lambda D}{d}.

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Diffraction Grating

A plate possessing thousands of closely spaced parallel slits separated by a distance dd, producing sharp spectral maxima according to the grating equation dsin⁡(θ)=nλd\sin(\theta) = n\lambda.

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Damping

The continuous dissipation of mechanical oscillatory energy into thermal energy caused by friction or resistive drag forces acting opposite to the direction of motion.

<p>The continuous dissipation of mechanical oscillatory energy into thermal energy caused by friction or resistive drag forces acting opposite to the direction of motion.</p>
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Natural Frequency (f0f_0)

The unforced characteristic frequency at which a mechanical or physical system oscillates freely after being initially displaced from equilibrium.

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Resonance

The state attained in a driven oscillator when the periodic driving frequency matches the natural frequency of the system (fD=f0f_D = f_0), producing a sharp peak in oscillation amplitude.

<p>The state attained in a driven oscillator when the periodic driving frequency matches the natural frequency of the system ($$f_D = f_0$$), producing a sharp peak in oscillation amplitude.</p>
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Standing (Stationary) Wave

A wave profile formed by the superposition of two counter-propagating identical waves of equal frequency and amplitude, characterized by stationary nodes and antinodes without net energy propagation.

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Node and Antinode

In a standing wave, a node is a permanent position of zero particle displacement, and an antinode is a position of maximum oscillation amplitude; the spacing between adjacent nodes is λ2\frac{\lambda}{2}, and between a node and an adjacent antinode is λ4\frac{\lambda}{4}.

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Frequency Spectrum

A graphical representation plotting relative amplitude against frequency, displaying the fundamental frequency (f1f_1) alongside the discrete harmonic frequencies present within an oscillating source.

<p>A graphical representation plotting relative amplitude against frequency, displaying the fundamental frequency ($$f_1$$) alongside the discrete harmonic frequencies present within an oscillating source.</p>