Section 1

Preview this deck

Isotopes

Front

Star 0%
Star 0%
Star 0%
Star 0%
Star 0%

0.0

0 reviews

5
0
4
0
3
0
2
0
1
0

Active users

0

All-time users

0

Favorites

0

Last updated

7 years ago

Date created

Mar 1, 2020

Cards (399)

Section 1

(50 cards)

Isotopes

Front

Can have different masses

Back

Light passing between mediums

Front

More dense ➡️ less dense: defracted away from normal

Back

Centripetal force

Front

Force needed to keep object moving in circle (Mv^2)/r

Back

Falling object

Front

Distance = 1/2 g t^2

Back

Temperature to melt

Front

Mass x heat of fusion

Back

Polarization

Front

Vibrates in only one plane Only transverse waves NOT longitudinal waves like sound

Back

Micro

Front

10^-6

Back

Energy

Front

Watts x seconds

Back

Δx

Front

1/2(vf + vi)t OR vit + 1/2 a t^2 OR

Back

Nano

Front

10^-9

Back

Heat added

Front

Work done + heat exhausted

Back

Frequency

Front

Number of revolutions per second

Back

Vf

Front

Vi + at OR vi + gt if falling object

Back

Horizontal motion

Front

Ax=0 Vx = Δx/t Δx = vxt

Back

Constructive interference

Front

The interference that occurs when two waves combine to make a wave with a larger amplitude When two waves in phase with each other meet at the same time in the same medium

Back

Δy

Front

1/2 g t^2

Back

Refraction

Front

When a wave passes from one medium into another Changes wavelength and speed

Back

Constant velocity

Front

Net force is 0

Back

Magnification

Front

Image distance / object distance

Back

Law of conservation of angular momentum

Front

The closer an orbiting planet is to the sun, the smaller the orbital radius and the greater the velocity

Back

Right hand rule

Front

Thumb in direction of current Fingers curl on side that you are looking at Way fingers point is the direction of the net magnetic field AKA Thumb along v, fingers along b, palm shows force

Back

Speed

Front

Distance/time

Back

Superposition

Front

Displacements of the waves that coincide at each point can be added to find the height of the wave created by constructive or destructive interference

Back

Scalar

Front

Has magnitude only, no direction Ex: temperature, mass, volume, time, distance

Back

Magnetic field

Front

F=qvb

Back

Acceleration

Front

Change in velocity / time

Back

Process used by generator?

Front

Electromagnetic induction

Back

Vf^2

Front

Vi^2 + 2 aΔx

Back

Centi

Front

10^-2

Back

Efficiency

Front

Work done / heat added x 100

Back

Restoring force

Front

Greatest when the stretch of the spring is the greatest

Back

Heat

Front

How much heat required to rise the liquid water from 0°C to 30° C? Heat needed = mass x specific heat x change in temperature

Back

Ohm's Law

Front

V=IR Voltage=current x resistance

Back

Heat energy

Front

Flows from hotter body to lower body

Back

Wavelength

Front

Speed/frequency

Back

Mega

Front

10^6

Back

Vertical motion

Front

Ay = 10 Vy = viy + gt Δy = viy t + 1/2 g t^2

Back

Parallel circuits

Front

Same voltage Proportional current

Back

Milli

Front

10^-3

Back

All objects fall at same acceleration because

Front

The ratio of weight to mass is a constant for all objects

Back

Law of reflection

Front

angle of I ncidence = angle of reflection

Back

Vector

Front

Magnitude and direction Ex: force, velocity, displacement, momentum

Back

Alpha particle

Front

4/2 He Mass: 4 Number: 2

Back

Resistance parallel

Front

1/R + 1/R = 1/Rtotal

Back

Kilo

Front

10^3

Back

Convex lens

Front

Enlarged virtual image when object is placed closer than focal length No image when object is at the focal length Real enlarged image when object is placed between 1 and 2 focal lengths away Reduced image if object is placed farther than 2 focal lengths away

Back

Amplitude

Front

Half height of wave

Back

Adding vectors

Front

Put tip to tail

Back

Projectile motion

Front

-Vertical velocity not constant (gravity) -horizontal velocity is constant -horizontal acceleration is 0 -Vertical velocity changes direction -final y velocity is the same as initial y velocity

Back

Speed of sound

Front

Fastest though densest materials

Back

Section 2

(50 cards)

Electron

Front

-1.6 x 10^-19C

Back

Amplitude

Front

Maximum displacement from equilibrium (angle or linear horizontal distance)

Back

Δt

Front

Horizontal distance / horizontal velocity

Back

Acceleration due to gravity

Front

Inversely proportional to the square of the distance from the center of the earth 1/(r^2)

Back

Power

Front

Work/time

Back

Harmonic motion / vibrational motion

Front

Object in motion follows a repeated path at regular time intervals Ex: mass on a spring, pendulum Period and frequency depend on the length of the pendulum and the acceleration due to gravity Velocity highest at equilibrium point

Back

Period

Front

Time for one revolution

Back

Net force

Front

Ma

Back

Angular momentum

Front

Mvr Mass, velocity, radius CONSERVED

Back

Period (harmonic motion)

Front

Time for one complete cycle of motion Not affected by change in amplitude, only change in length or gravity

Back

Elastic collision

Front

Momentum and KE conserved

Back

Frequency

Front

Revolutions per second/min/etc

Back

Normal force on ramp

Front

Mgcosθ

Back

Acceleration due to gravity depends on...

Front

Distance from the center of the earth and mass of the earth

Back

Centripetal force

Front

F= (mv^2)/r R: radius of circle

Back

Impulse

Front

F∆t = m∆v = mvf - mvi Area under force x time graph Change in momentum

Back

Weight

Front

Ma Newtons

Back

Restoring force

Front

Force trying to restore pendulum to equilibrium Greatest at amplitude (acceleration also greatest at amplitude but velocity is 0) and 0 as the pendulum passes through the equilibrium position

Back

Proton

Front

1.6 x 10^-19C

Back

Coefficient of friction

Front

Friction force / normal force

Back

Electroscope

Front

Device consisting of a metal ball or plate connected to a metal rod with two thin metal leaves attached at the bottom Rod and leaves insulated Study how leaves separate when a charged object is brought near Can be used to study how charges distribute themselves

Back

Induction

Front

Bringing charged rod near electroscope Leaves go back to normal when it is moved away

Back

Friction force on ramp

Front

Mgsinθ

Back

Inelastic collision

Front

Objects stick together Momentum conserved but KE is not

Back

Neutron

Front

No charge

Back

Work

Front

Fdcosθ = ΔKE=(.5m)(vf^2-vi2) OR = ΔPE θ: angle between force and displacement If force and displacement in same direction, fd

Back

Conduction

Front

Touching charged rod to electroscope Leaves do not go back to normal when it is moved away

Back

Universal gravitation

Front

(Gm1m2)/(r^2) R:distance between the two centers G: 6.67x10^-11 Proportional to product of masses and inversely proportional to the square of the distance between their centers

Back

Law of charges

Front

Like charges repel and unlike charges attract

Back

Electric field

Front

Electric field lines always point in the direction a POSITIVE charge would feel a force Magnitude: E=F/q F: force Q: charge

Back

Hooke's Law

Front

Restoring force = -kx K:spring constant X:displacement

Back

Area under force x displacement graph

Front

Work

Back

Torque

Front

Frsin θ For equilibrium, sum of forces must be 0 and sum of torques must be 0

Back

Static system

Front

No velocity and no acceleration

Back

PE

Front

Mgh

Back

Equilibrium position

Front

Lowest point in the swing of a pendulum

Back

Conservation of momentum

Front

M1vi1 + m2vi2 = m1vf1 + m2vf2

Back

Momentum

Front

Mass x Velocity How difficult it is to move an object from rest or to stop a moving object

Back

Two charged spheres of equal size carry a charge of +6 C and -4 C. The spheres are brought in contact and they reach an equilibrium charge. They then are separated. What is the final charge on each sphere?

Front

The magnitude of the equilibrium charge is 6 + -4 = 2. When the spheres separate they divide the charge evenly, with each having a charge of +1 C

Back

Conductors

Front

Conduct because they have loosely bound electrons

Back

The closer an orbiting body (satellite) gets to the planet...

Front

The smaller the r, the faster the speed Total energy and angular momentum constant

Back

Conservation of energy

Front

PEi + KEi = PEf + KEf

Back

Frequency (harmonic motion)

Front

Number of cycles per unit time Not affected by change in amplitude, only change in length or gravity

Back

Coulomb's Law

Front

Force between two charges: (Kq1q2)/(r^2) K: 9x10^9

Back

Kinetic energy

Front

KE=(1/2)mv^2

Back

Work energy theorem

Front

Work and energy are transferable Ex: ball lifted gets potential energy of 100, work is also 100 because all of the work went into the potential energy

Back

Centripetal acceleration

Front

(V^2)/r

Back

Transfer of charge

Front

Transfer of electrons Charge is always conserved, any charge lost by one object must be gained by another object

Back

Speed of object moving in circle

Front

Circumference/period(time for one revolution)

Back

Harmonic motion potential energy

Front

Greatest at the greatest displacement from equilibrium

Back

Section 3

(50 cards)

Electromagnetic induction

Front

Moving a magnet through a coil of wire and generating a current

Back

Frequency

Front

Number of waves passing a certain point per second

Back

Domain

Front

A cluster of magnetically aligned atoms

Back

Law of reflection

Front

Angle of incidence = angle of reflection as measured from a line normal (perpendicular) to the barrier

Back

Wavelength

Front

The length of one complete vibration of a wave (crest to crest or trough to trough)

Back

Resistance

Front

Opposition to the flow of current Electrical equivalent of friction Ohms

Back

Resistance-capacitance circuit

Front

Circuit containing a battery, a resistor, and a capacitor in series

Back

Force on a charge moving through a magnetic field

Front

F=qvbsinθ Q: charge in coulombs V: velocity in m/s B: magnetic field in teslas θ: angle between the velocity and the magnetic field

Back

Magnetic field

Front

Space around a magnet in which another magnet will feel a force

Back

Current

Front

Amount of charge moving through a conductor per second Symbol: I Amps

Back

First right hand rule

Front

Thumb in direction of current (I) of wire. Fingers will curl around in the direction of the magnetic field produced by that current

Back

Capacitor discharging

Front

Current flows in opposite direction as it did with battery connected

Back

Power circuits

Front

P=IV=I^2 R = (V^2)/R P: power I: current V: voltage R: resistance

Back

Period

Front

Time for a wave to vibrate once

Back

Reflection

Front

Bouncing a wave off of a barrier

Back

Capacitance

Front

C=q/v Q: charge on one of the plates V: voltage across the plates Proportional to A/d A: area of each plate d: distance between the plates

Back

Longitudinal wave

Front

Gathering up spring in a bunch then letting it go The spring vibrates in a direction parallel to the direction of motion of the wave Ex: sound

Back

Frequency

Front

Reciprocal of period Number of cycles/number of seconds

Back

series circuit

Front

Total resistance=R1 + R2 + R3 Total current= total voltage / total resistance Same current passes through every resistor Current through each resistor is equal to the total current Voltage divides proportionally among the resistances according to Ohm's Law (V=IR) V1=I1R1 V2=I2R2

Back

Movement of positive charges

Front

Current

Back

period

Front

Time for one vibration of the wave

Back

Series v parallel circuits

Front

Series: resistors get the same current Parallel: resistors get the same voltage

Back

Positive charges naturally want to move from a point of ____ potential to ____ potential

Front

High, low

Back

Trough

Front

Lowest point of a wave

Back

How does a material become magnetic?

Front

It is placed in a strong external magnetic field and the domains become aligned with the external magnetic field

Back

Doppler effect

Front

When a sound source is moving toward you, you hear a slightly higher pitch than if the sound source is at rest relative to you When a sound source is moving away from you, you hear a slightly lower pitch

Back

Empty capacitor

Front

Does not resist the flow of current and thus acts like a wire

Back

Mechanical wave

Front

Transfers energy from one place to another

Back

Amplitude

Front

Maximum displacement of a wave

Back

Crest

Front

Highest point of a wave

Back

Conventional current

Front

Charge flows from positive to negative in a circuit

Back

Ohm's Law

Front

V=IR Voltage=current x resistance

Back

Speed of a wave

Front

V=fλ=λ/T V: speed F: frequency λ: wavelength T: period

Back

Magnetic field lines

Front

Drawn from the North Pole of a magnet to the south pole

Back

Transverse waves

Front

Vibrate in a direction perpendicular to the direction of motion of the wave Ex: the wave at sporting events

Back

Amount of voltage and current produced in a coil of wire depends on...

Front

How quickly the magnetic field lines are crossed by the wire (faster=larger current) and number of coils (more coils=more voltage and current)

Back

Capacitors

Front

Store charge and electric field in a circuit E=v/d E: electric field V: volts D:distance between the plates Current eventually dies out as heat energy is lost through the resistor

Back

Electromagnetic waves

Front

Vibration of an electric and magnetic field that travels though space at an extremely high speed and does not need a medium to travel through Visible light, radio waves, and microwaves

Back

Sound waves

Front

Frequency: detected as pitch Amplitude: detected as volume Harmonics: detected as quality or tone (telling the difference between two voices)

Back

Generator

Front

Converts mechanical energy to electrical energy

Back

Second right hand rule

Front

Direction of the force acting on the wire Fingers in direction of magnetic field, thumb in direction of current of wire, magnetic force of the wire will come out of your palm Fingers follow B, thumb follows I, palm indicates F Thumb points in direction of velocity of the charge when looking for the direction of the force acting on a charge moving through a magnetic field

Back

Voltmeter

Front

Measures voltage Connected in parallel with the resistor (so the voltage will be the same across the voltmeter and the resistor) High resistance (so that current will not want to flow through them and bypass the resistor)

Back

Parallel circuit

Front

Total resistance: 1/r total = 1/R1 + 1/R2 + 1/R3 Voltage across each resistance is the same (same as the total): v total = v1 = v2 = v3 Current divides in an inverse proportion to the resistance: I1 = V1/R1 I2=V2/R2

Back

Capacitor full of charge

Front

Will not allow current to flow and thus acts like a broken wire

Back

Force on a current-carrying wire in a magnetic field

Front

F=ILBsinθ I: current in wire L: length of wire in the magnetic field B: magnetic field (T) θ: angle between the length of wire and the magnetic field

Back

How to increase the amount of voltage induced in a coil

Front

Move the magnet faster through the coil Move a stronger magnet through the coils of wire Move the magnet through more coils of wire Move more coils of wire around a magnet Move more magnets simultaneously through a coil of wire

Back

To determine the direction of a magnetic field due to the flow of electrons in a wire OR direction of magnetic force if given electron flow instead of conventional current

Front

1st right hand rule with LEFT hand

Back

Electric potential

Front

Work we would have to do on a charge to move it AGAINST an electric field ΔV=work/q Aka voltage

Back

Electric field lines

Front

More lines for stronger charges

Back

Ammeter

Front

Measures current Connected in series with resistor (so same current passes through ammeter and resistor) Low resistance (so they don't add to the total resistance of the circuit and thus decrease the current)

Back

Section 4

(50 cards)

Calorimeter

Front

Device that isolates objects to measure temperature changes due to heat flow

Back

Index of refraction

Front

How much light slows down in a more dense medium N=c/v N: index of refraction C: speed of light in air (3x10^8) V: speed of light in medium

Back

One calorie

Front

Heat needed to raise the temperature of one gram of water by one degree Celsius

Back

Radiation

Front

Heat is transferred by electromagnetic waves

Back

The width of the central antinode produced an interference pattern is

Front

Proportional to the wavelength of the light

Back

Angle of incidence air

Front

1

Back

Kelvin and Celsius equation

Front

K= C + 273

Back

Conduction

Front

transfer of heat through direct contact

Back

Sublimate

Front

Solid to gas

Back

Diverging/concave lens

Front

Back

Vaporize

Front

Liquid to gas

Back

Constructive interference

Front

2 waves occupying the same space at the same time building on each other and creating a larger amplitude wave The large wave is called an antinode Waves are in phase when they interfere constructively After the waves pass through each other, they continue moving as if they had never interfered 2 waves move toward each other on one rope and the waves are on the same side of the rope

Back

Temperature

Front

Average kinetic energy of the molecules in a substance

Back

Magnification

Front

Di/do

Back

Diffraction

Front

Bending of a wave around a barrier or through an opening

Back

Refraction

Front

Bending of a wave due to a change in medium Speed and wavelength always change, but frequency does not change

Back

Linear thermal expansion

Front

Type of heat expansion Increase in any one dimension of the solid Change in length is proportional to the original length and the change in temperature of the solid

Back

Diffraction

Front

Bending of a wave around a barrier Ex: sound waves bending around the corner of a building

Back

How to melt ice and then raise the temperature of the water

Front

Q = mLf + mcΔt

Back

Heat energy

Front

Kinetic energy of molecules that is transferred spontaneously from a warmer substance to a cooler substance

Back

Converging/convex lens

Front

Farther than twice the focal length: image reduced, inverted, real At 2f: image same size, inverted real Between f and 2f: image real, inverted, enlarged At focal length: no image Closer than focal length: virtual, enlarged, upright

Back

Internal energy of a substance

Front

Sum of the potential and kinetic energies of the molecules in a substance

Back

3 ways of transferring heat

Front

Conduction, convection, radiation

Back

Waves travel faster in ____ springs than ______ springs

Front

Tight, loose

Back

Snell's Law of Refraction

Front

N1sinθ1 = n2sinθ2 N1 and n2: indices of refraction θ1: angle of incidence θ2: angle of refraction

Back

Speed of light/electromagnetic waves

Front

3 x 10^8 m/s

Back

Phase change

Front

Heat increases potential (NOT KINETIC) energy of a system Q=mL Q: heat M: mass L: heat of transformation

Back

Real images

Front

ALWAYS inverted

Back

Thermodynamics

Front

Study of heat transfer

Back

Melt

Front

Solid to liquid

Back

Joules and calories equation

Front

1 calorie = 4.186 joules

Back

Specific heat

Front

Ease with which one can raise the temperature of something The larger it is, the larger the amount of heat required to raise its temperature a certain number of degrees and the more heat is released if it cools by a certain number of degrees Does not change based on the amount of the substance Heat necessary to raise the temperature of 1 kg or 1 g of a material by 1°C of 1 K Water: 1

Back

Isolated system

Front

It cannot exchange energy or matter with the surroundings Ex: insulated thermos flask

Back

Total internal reflection

Front

Angle of incidence is greater than critical angle Light passing through glass is reflected inside the glass

Back

Convection

Front

The transfer of heat by the movement of a fluid (liquid or gas) Air near floor heated, expands, becomes less dense, rises. As it rises, it cools, becomes more dense, and falls to the floor

Back

Standing waves

Front

2 identical waves traveling in opposite directions in the same medium at the same time create a series of nodes and antinodes Sending waves down a rope attached to a wall: the incident and reflected waves will reinforce each other in some places and cancel each other in other places. Results in a series of antinodes (loops) where constructive interference is occurring and nodes (points of no displacement between the loops) where destructive interference is occurring. Standing waves produced and water waves pass through a double slit (2 openings). The resulting semicircular wave patterns interfere with each other, creating nodes and antinodes

Back

Converging/concave mirror

Front

Inverted image farther away than focal point, but right size up when closer than focal point

Back

Heat

Front

Kinetic energy of molecules transferred from a warmer substance to a cooler one

Back

Absolute zero

Front

Temperature of 0 Kelvin All molecular motion ceases

Back

Heat capacity

Front

Heat needed to raise the temperature of an object as a whole by 1°C or 1 K Q=mcΔt=mc(tf - ti) Q: heat M: mass C: specific heat Δt: change in temperature

Back

Destructive interference

Front

2 waves of equal amplitude approach each other on opposite sides of the rope The waves destroy each other for the instant they are occupying the same point on the rope A node (point of no displacement) is created at that point, resulting in a flat rope Waves are out of phase when they interfere destructively After the waves pass through each other, they continue moving as if they never interfered

Back

Polarized

Front

Light vibrates in only one plane

Back

Double slit opening with light through the slits

Front

Central bright band with alternating light and dark bands toward the edges of the screen Two sources of light waves Waves interfere constructively in some places (bright-antinodes) and destructively in others (dark-nodes)

Back

X ray v ultraviolet v visible light

Front

Visible light has the longest wavelength and the lowest frequency X rays have the shortest wavelength and highest frequency Longest wavelength ➡️ shortest wavelength: visible light, ultraviolet, x ray

Back

Single slit opening with light through the slit

Front

Bright light in center of a screen getting dimmer toward the edges of the screen

Back

Heat absorbed or released by an object as a result of change in temperature equation

Front

Q=mcΔt Q: heat M: mass C: specific heat Δt: change in temperature (final temperature - initial temperature) (temperature: average kinetic energy of the particles in a substance)

Back

Diverging/convex mirror

Front

Back

Refraction of light from less dense ➡️ more dense

Front

The beam bends towards the normal

Back

Volume thermal expansion

Front

Type of heat expansion Increase in the volume of the solid Change in volume is proportional to the original volume and its change in temperature

Back

Colors

Front

Long wavelength (low frequency) ➡️ short wavelength (high frequency) Red, orange, yellow, green, blue, violet (ROYGBV)

Back

Section 5

(50 cards)

Heisenberg Uncertainty Principle

Front

There is a limit to the accuracy of the measurement of the speed (or momentum) and position of any subatomic particle The more accurately we measure the speed of a particular particle, the less accurately we can measure its position and vice versa WE CANNOT SIMULTANEOUSLY MEASURE THE POSITION AND SPEED (OR MOMENTUM) OF A SUBATOMIC PARTICLE WITH COMPLETE ACCURACY

Back

3 types of systems

Front

Isolated Closed Open

Back

Neutron

Front

1/0 n Mass: 1 Charge: 0 Location: nucleus Number in atom: atomic mass - atomic number

Back

Highest ➡️ lowest energies for electromagnetic waves

Front

Gamma rays, x rays, visible light, radio waves

Back

Electron

Front

0/-1 e or e- Mass: 0 Charge: -1 Location: electron orbitals around the nucleus Number in atom: atomic number

Back

Kinetic theory of gases

Front

Assumptions: 1.) gases are made up of particles whose volumes are negligible compared to the container volume 2) gas atoms or molecules exhibit no intermolecular attractions or repulsions 3.) gas particles are in continuous, random motion, undergoing collisions with other particles and the container walls 4.) collisions between any two gas particles are elastic, meaning that no energy is dissipated and kinetic energy is conserved 5.) the average kinetic energy of gas particles is proportional to the absolute (Kelvin) temperature of the gas, and is the same for all gases at a given temperature

Back

Isotopes

Front

Atoms of the same element with different numbers of neutrons/different masses

Back

Gas

Front

Atoms move rapidly and are far apart IMFs (intermolecular forces) are weak Expands to fill any volume Takes on shape of container Compressible Defined by pressure, volume, temperature (K), and amount of gas in moles

Back

Proton

Front

1/1 H Mass: 1 Charge: +1 Location: nucleus Number in atom: atomic number

Back

Momentum of a photon

Front

P=(6.63x10^-34)/λ

Back

De Broglie wavelength of a moving particle

Front

Inversely proportional to the momentum of the particle

Back

The conversion between mechanical energy and heat energy was first developed by

Front

Joule

Back

Four types of radioactive decay

Front

alpha, beta, gamma, and positron

Back

If volume remains constant during a process...

Front

Isochoric (P1)/(T1) = (P2)/(T2) TEMP IN K

Back

A/Z X

Front

A: mass (number of protons and neutrons) Z: atomic number (number of protons) X: element

Back

Alpha decay

Front

Emits an alpha particle (4/2 He) from its nucleus

Back

Open system

Front

Can exchange both matter and energy with the surroundings Ex: pot of boiling water allowing water vapor to escape into the air

Back

Binding energy

Front

E=mc^2

Back

photoelectric effect

Front

The emission of electrons from a metal when light shines on the metal

Back

Heat

Front

Can change phase or temperature

Back

Nucleus

Front

Made up of positively charged protons, neutral neutrons, and negative electrons

Back

Heat engine

Front

Device that uses heat to perform work Three essential features: 1.) heat is supplied to the engine at a high temperature from a hot reservoir 2.) part of the input heat is used to perform work 3.) the remainder of the input heat that did not do work is exhausted into a cold reservoir, which is at a lower temperature than the hot reservoir

Back

Ideal gas

Front

Hypothetical gas whose molecules have no IMFs (intermolecular forces) Random motion No volume Elastic collisions Average kinetic energy of the gas molecules is proportional to the temperature in KELVIN At relatively low pressures and high temperatures, many gases behave in nearly ideal fashion Most gases can be treated as ideal

Back

Bohr model of the atom

Front

Built upon the Rutherford model of the atom Said that excited, low pressure gases give off their own bright-line spectrum Said electrons only radiate energy in the form of light when they change orbits An electron can not orbit at just any radius around the nucleus, but only at certain quantized orbits Electrons can change orbits when they absorb or emit energy (if gets exactly enough energy to jump one level, jumps one level. If gets enough, can jump multiple levels. If doesn't get enough energy, ignores it) Once an electron absorbs enough energy to lift it to the highest energy level, it can escape from the atom altogether and any excess energy is converted to kinetic energy (atom is ionized) When an electron is in a higher energy level, it can jump down to a lower energy level by releasing energy in the form of a photon of light (energy of photon is equal to the difference between the energy levels the electron moves between)

Back

Photon

Front

Quantum of light Separate bundles of light that share a wavelength, frequency, and speed Planck showed that light could be treated as tiny bundles of energy called photons Showed that the energy of a photon was proportional to its frequency

Back

Boyles law

Front

Temperature remains constant during a process Isothermic P1V1 = P2V2

Back

Entropy

Front

Measure of the disorder or randomness of a system Greater the disorder, greater the entropy If a system is highly ordered, the entropy is low Solids have lower entropy than gas

Back

Charles Law

Front

Pressure remains constant during a process Isobaric (V1)/(T1) = (V2)/(T2) TEMP IN K

Back

Rutherford model of the atom

Front

Electrons orbit around the nucleus Didn't know about energy levels

Back

JJ Thompson

Front

Discovered the electron Said all atoms contain electrons Said atoms are naturally neutral

Back

Percent efficiency of a heat engine

Front

%E = work/Qhot x 100 Qhot: amount of input heat

Back

Longest ➡️ shortest wavelength: electron, proton, alpha particle

Front

Electron, proton, alpha particle

Back

Thomson, Rutherford, Bohr

Front

Thomson: plum-pudding model Rutherford: planetary model Bohr: quantized energy level model

Back

Closed system

Front

Can exchange energy but not matter with the surroundings Ex: test tube with stopper in it

Back

Rutherford alpha-scattering experiment

Front

Shot alpha particles at very thin gold foil to probe the inner structure of the atom in an experiment He expected the alpha particles to pass straight through the foil because he believed Thompson's model that the atom should not offer any resistance to the alpha particles Most of the alba particles passed through undeflected, but some went off at an angle and others bounced back off of the gold foil and completely reversed their direction Conclusions: 1.) Atom is mostly empty space since most particles passed through undeflected 2.) Atoms have a nucleus because some particles deflected at an angle and some reversed direction 3.) an atom consists of a dense, positively charged nucleus that has most of the mass of the atom. Electrons are scattered around the nucleus

Back

Ideal gas law

Front

(P1V1)/(T1) = (P2V2)/(T2) TEMP IN K

Back

Ground state energy

Front

Lowest energy of electrons Electrons in the orbit nearest the nucleus

Back

Pressure

Front

Force that the atoms exert on the walls of the container through collisions Measured in pascals/atmospheres

Back

Second law of thermodynamics

Front

All spontaneous processes proceeding in an isolated system lead to an increase in entropy Isolated systems naturally pursue disorder Heat flows spontaneously from a substance at a higher temperature to a substance at a lower temperature and does not flow spontaneously in the reverse direction Entropy increases until a system reaches equilibrium

Back

Temperature

Front

Proportional to the square of the average speed of each molecule

Back

Quantum

Front

Smallest piece of something Quantum of negative charge is the electron Light is quantized (occurs in multiples of some smallest value)

Back

Energy of a photon

Front

E=(6.63x10^-34)f=(6.63x10^-34)(3x10^8)/λ

Back

STP (standard temperature and pressure)

Front

273K (0°C) and 1 atm

Back

Strong nuclear force

Front

Force holding protons together than is greater than the repulsion between them due to like charges repelling Result of binding energy of the nucleus

Back

Mass is converted into ______ to hold the nucleus together

Front

Nuclear binding energy So when two atoms combine, the total mass is a little less When a nucleus is split, it doesn't need all of its original binding energy anymore, so some of it is released as heat

Back

Threshold frequency

Front

Minimum energy and frequency that an incoming photon must have to be able to dig an electron out of a metal and give enough kinetic energy to the electron to escape in the photoelectric effect Minimum frequency of incoming light necessary to release an electron from a metal surface For light above the threshold frequency, a brother light means more photons, and thus more electrons released from the metal Electrons have no kinetic energy up to the threshold frequency and then their kinetic energy is proportional to the frequency of the incoming light

Back

Planck's Constant

Front

6.63 x 10^-34

Back

Radioactive elements

Front

Spontaneously emit particles from its nucleus because the energy of the nucleus is unstable Ex: uranium, radium, and carbon

Back

1st law of thermodynamics

Front

Conservation of energy in ISOLATED systems (NOT CLOSED OR OPEN) ΔU = Q - W ΔU: change in internal energy of a system Q: heat W: work that a system does WORK DONE ON A SYSTEM: W IS NEGATIVE Heat lost by one liquid gained by the other when they mix

Back

atomic number

Front

Equal to the number of protons in an atom of that element

Back

Section 6

(50 cards)

Fusion

Front

Small nuclei combine into larger nuclei and energy is released No radioactive products produced as a result Large amount of energy released Ex: sun

Back

Electric force

Front

Kqq/r^2

Back

An observer watching a moving object will see

Front

Length contract in the direction of motion, it's clock slow down, and its mass increase by the equation E=mc^2

Back

Fission

Front

A large nucleus splits into smaller nuclei Usually caused artificially by shooting a slow neutron at a large atom, which absorbs the neutron and splits into two smaller atoms along with the release of more neutrons and some energy

Back

Temperature _______ during a phase change

Front

Does not change The heat is used to change the state of the substance, not the temperature

Back

Electric field

Front

Kq/r^2

Back

A force must be in the _____ direction as the velocity to change the velocity

Front

Same

Back

Weight on elevator on scale

Front

Mg + ma

Back

Balancing two things

Front

Mass x distance from balancing point on one side must equal the mass x distance from the balancing point on the other side

Back

Ball in circle

Front

Force and acceleration both going into the center

Back

A moving object is ______ than when it is at rest

Front

Shorter

Back

A lens forms an image due to the phenomenon of...

Front

Refraction

Back

Period of pendulum

Front

Proportional to the square root of the length of the pendulum

Back

Nuclear fission

Front

A large atom like uranium splits into 2 smaller ones like xenon and strontium

Back

Uniform circular motion

Front

Force is perpendicular to velocity

Back

A moving clock will run more _____ than a clock that is at rest

Front

Slowly

Back

Wave speed

Front

Depends on medium

Back

Bohr's model of the hydrogen atom

Front

Excited gases emitted a bright-lime emission spectrum When the electron makes a transition to a higher energy level, it has absorbed energy When the electron makes a transition to a lower energy level, it has emitted energy The energy levels of the electron are quantized

Back

Positively charged rod brought near knob of electroscope

Front

Net negative charge

Back

Energy of a photon is _______ to its frequency

Front

Proportional

Back

Gamma decay

Front

Gamma ray emitted Only energy changes, not atomic mass or number

Back

Half life

Front

Time it takes for half the atoms in a radioactive sample to decay Graph: Exponential decay curve

Back

Energy of a photon

Front

Proportional to its frequency

Back

Coefficient of friction

Front

Frictional force/normal force

Back

Shorter wavelengths refract _____ than longer wavelengths in glass

Front

More

Back

Mass and energy are convertible equation

Front

E=mc^2

Back

Einstein's theory of special relativity

Front

The laws of physics are the same in all inertial reference frames The speed of light is constant in all reference frames, regardless of any relative motion between an observer and a light source (everyone in any reference frame will measure the same value for the speed of light regardless of how fast he or she is moving relative to the light source)

Back

Two weights on pulley

Front

Sum of masses x a = WEIGHT BIG - WEIGHT SMALL

Back

A wave pulse, when reflected off a fixed end, will ...

Front

invert and return on the opposite side of the string with the same amplitude

Back

All charges produce ______ and all moving charges produce _______

Front

Electric fields Magnetic fields

Back

Lenz's Law

Front

An induced electric current flows in a direction that opposes the charge that induced it

Back

Two postulates of special relativity

Front

1.) all inertial reference frames (constant velocity) are equivalent-speed of light and all laws of physics are the same 2.) all observers will measure the same value for the speed of light regardless of any relative motion between the observer and the light sources (even if light was emitted from a moving source, it would continue to have velocity of c) Object moves at speed of light, time at object slows down, object contracts in length, mass increases SPEED OF LIGHT ALWAYS ALWAYS ALWAYS C

Back

For a charge to experience a force in a magnetic field, its velocity must ...

Front

have a component that is perpendicular to the magnetic field lines

Back

Uniform magnetic field

Front

Parallel field lines (arrows)

Back

Sound waves are

Front

Longitudinal

Back

Astronaut throws tool

Front

Same but opposite impulses

Back

Electric potential energy

Front

Kqq/r

Back

More dense ➡️ less dense

Front

AWAY FROM NORMAL

Back

For an object in free fall, the distance fallen is ...

Front

Proportional to the square of time

Back

Beta decay

Front

Electron (0/-1 e) emitted

Back

Why is achieving the speed of light impossible?

Front

The object would have to have 0 length, its clock would stop, and it would have infinite mass

Back

Two plates of a capacitor

Front

Top is positively charged Bottom is negatively charged

Back

What is friction caused by?

Front

Electrostatic force Electrons in 2 surfaces repelling each other

Back

Law of entropy

Front

Heat flows from hotter to cooler body

Back

Nuclear fusion

Front

2 lighter atoms (such as 2 atoms of 2/1 H) fuse to form a heavier atom (3/1 H)

Back

At high velocities, the kinetic energy of a moving object such as a proton

Front

begins turning into mass

Back

Ionization

Front

When electrons are added to or removed from an atom Negative ions: extra electrons Positive ions: deficiency of electrons

Back

Projectile motion

Front

Speed decreases on the way up and increases on the way down Net force and acceleration are down

Back

Amplitude

Front

Volume for sound and brightness for light

Back

Electric potential

Front

Kq/r

Back

Section 7

(50 cards)

Angle to launch at to reach max range

Front

45°

Back

Period

Front

1/frequency

Back

Protons move ________ electric fields

Front

With Electrons move against

Back

Parallel circuits dissipate the _____ power

Front

Most

Back

Force on charge in uniform electric field

Front

Fe = qe

Back

Least amount of time to cross river

Front

Go directly across

Back

Electron has ______ acceleration than a proton in a uniform electric field

Front

More, smaller mass

Back

Friction for accelerating object

Front

F=uN

Back

Minimum speed at top of roller coaster

Front

Mv^2/r = mg

Back

Entropy in isolated systems

Front

Always increases

Back

Direction of electric field

Front

Electric field points in the same direction as an electric force points when it is acting on a POSITIVE charge (fields point away from positive charges and toward negative)

Back

Gravity field of a planet picture

Front

All arrows point into the mass

Back

Maximum efficiency of engine

Front

(Max temp - min temp)/max temp KELVIN

Back

Newtons 3rd law

Front

When objects interact, an equal and opposite force is always exerted between them

Back

When distance is held constant, velocity is proportional to...

Front

The square root of acceleration

Back

Electric force on charge due to uniform fields

Front

F=qE E: electric field Q: charge

Back

Newtons 2nd law

Front

F=ma

Back

Horizontal launch

Front

Viy = 0

Back

Pulley problems

Front

Net acceleration of system: m1: lighter m2: heavier ((Heavy-light)g)/(heavy+light)

Back

Net work

Front

Change in ke

Back

Newtons 1st law

Front

Objects at rest remain at rest and objects in motion remain at constant velocity

Back

Doppler effect

Front

Source moving away has longer wavelengths and lower frequency

Back

At any two points having the same height in projectile motion....

Front

A projectile will have the same speed

Back

Forces in equilibrium

Front

Ef=0 A=0

Back

Line of charges, electric field is 0

Front

Closest to smallest charge

Back

Speed in circular motion

Front

2 pi r / period

Back

Neutral atom

Front

Still has charge, just equal protons and electrons

Back

Why does a prism disperse white light into the colors of the spectrum?

Front

Each wavelength of light has a slightly different index of refraction

Back

Forces in an incline - gravity parallel to surface

Front

Mgsinθ

Back

Static equilibrium

Front

Object has constant velocity of 0 (not moving)

Back

Velocity at max height of projectile motion

Front

=initial horizontal velocity because the y velocity is 0 at the max height

Back

Force of spring

Front

F=kx

Back

Period of oscillation for a spring system

Front

T = 2 pi √m/k

Back

Balanced v unbalanced forces

Front

Balanced: Ef=0 Unbalanced: Ef=ma

Back

True velocity at any time during projective motion

Front

√vx^2 + vy^2

Back

Potential energy electron

Front

PE=qv

Back

Double slit interference pattern

Front

Evidence that light has a wave characteristic The path difference for light arriving at the first maximum from two different slits is equal to one wavelength Increasing the separation between the two slits will compress the observed interference pattern Increasing the wavelength will cause the maximums displayed on the screen to spread out

Back

Max height projectile

Front

Vf^2 = vi^2 + 2(-10)Y Vfy: 0

Back

Electrons and protons are placed into the same electric field...

Front

They will both experience the same magnitude of electric force but in opposite directions The electron has less mass, so the same force will cause it to have a greater acceleration than the proton

Back

Max speed for car turning with friction to not slip

Front

Mv^2/r = uN = umg

Back

Unbalanced forces

Front

Ef=ma A is not 0 (object accelerates)

Back

Any two launch angles totaling _____ degrees will have the same range

Front

90° Ex: a projectile launched at 30 degrees will have the same range as if it is launched at 60°

Back

Forces on an incline - normal

Front

Mgcosθ

Back

Dynamic equilibrium

Front

Object has constant velocity not equal to 0

Back

Potential energy in a spring

Front

1/2 k x^2

Back

How to solve force problems

Front

Make forces pos/neg depending on direction

Back

Acceleration is directly proportional to the electric field

Front

If the electric field doubles, the acceleration doubles

Back

Friction for an object at rest or at constant veloci

Front

f=forward force

Back

Forces in constant velocity or not moving object

Front

Ef=0 A=0

Back

Charge

Front

Total conserved

Back

Section 8

(49 cards)

Work of a moving charge

Front

W=-q(Vf-Vi)

Back

Magnetic field lines

Front

Point into south and away from north

Back

Heat pump

Front

Transfers energy opposite the natural direction of natural heat flow

Back

Potential energy of a capacitor

Front

1/2QV

Back

Faraday

Front

Discovered that if the flux in a loop or coil of wire changes, then a current is created and flows through the loop or coil of wire (electromagnetic induction)

Back

Sign of image distance

Front

Opposite to sign of image height

Back

Net work

Front

Difference between heat exhausted and heat absorbed

Back

What happens to current if the magnet reverses direction

Front

Direction of current reverses

Back

Kepler's laws

Front

1.) the central massive body is at one of the two foci 2.) the orbiting body moves faster when it is nearer the central body 3.) T^2 is proportional to r^3

Back

Charge stored on capacitor

Front

Capacitance x potential (V)

Back

Isothermal process

Front

Internal energy change is 0

Back

Electric force acting on a ____ charge will _______

Front

Positive, will match the direction of the electric field The force acting on a negative charge is opposite the field direction

Back

Charge accelerating through a potential difference

Front

Conservation of energy: 1/2 mv^2 = q(vf-vi)

Back

Electric field

Front

Kq/(r^2)

Back

The image of an object placed infinitely far away from converging convex lens...

Front

At f

Back

Line of charges, where is electric field 0?

Front

Far from bigger charge Look at the electric field vectors, must cancel out

Back

Which lightbulb is brightest in a circuit

Front

The lightbulb (treat as resistor) that dissipates the most power

Back

Coulomb's law (force between 2 charges/2 charges separated by a distance)

Front

Kq1q2/(r^2)

Back

Pressure

Front

Force / area

Back

Theoretical max efficiency of a heat engine

Front

Difference between temps/max temp

Back

Real images

Front

Inverted Positive image distance

Back

Capacitance

Front

Proportional to area/distance

Back

Thermal conductivity

Front

Constant Rate of heat transfer

Back

Gravity formula

Front

G (m/r^2)

Back

Magnification

Front

Hi/ho = - di/do

Back

Focal length curved mirror

Front

Half radius

Back

Which circuit will dissipate the most power?

Front

The one with the least resistance (parallel)

Back

Wavelength

Front

Inversely proportional to energy

Back

Electric field

Front

K(q/r^2) K: 9x10^9

Back

What happens to current if the magnet leaves the field as opposed to entering the field

Front

Direction of current reverses

Back

Adiabatic process

Front

No heat added or removed

Back

Electric potential

Front

Ed

Back

Magnetic fields current carrying wire

Front

Directly proportional to the current and inversely proportional to the distance

Back

Electric force

Front

F=qe

Back

A change in magnetic flux (change in magnetic field or area) will induce an emf (pressure that induces charges to move as a current in the loop of wire)

Front

Back

Heat dissipated in circuit

Front

Power x time

Back

Concave lenses are

Front

Divergent

Back

Pully with table

Front

Net acceleration: ((Hanging - table mass x coefficient of friction) g)/(hanging + table mass)

Back

Wave frequency

Front

Directly proportional to energy

Back

Electric potential

Front

Kq/r

Back

Which fields (uniform gravity, uniform electric, uniform magnetic) cannot change the speed of the object acted upon?

Front

Magnetic only (they cause objects to move at a constant circular speed)

Back

What happens to current if the poles of the magnet moving into a loop are switched

Front

Direction of current reverses

Back

Kelvin temp of gas doubled...

Front

Speed of gas particles increases by √2 Average kinetic energy of particles doubles

Back

Convering convex lens object moved toward f

Front

Gets bigger

Back

Drawing ray diagrams

Front

Parallel ➡️ far focal point Center of lens ➡️ keep going

Back

Images formed by a pinhole camera

Front

Real, inverted

Back

Distance between two charges where the electric field is 0

Front

Kq/(r^2 = kq/(1-r)^2

Back

Magnetic field

Front

Directly proportional to current in wire and inversely proportional to distance from wire

Back

Concave lens

Front

DIVERGENT

Back