Podcast
Questions and Answers
What is the value of the electric field used in the cathode ray tube experiment?
What is the value of the electric field used in the cathode ray tube experiment?
- 1.86 x 10^4 N/C (correct)
- 5.80 x 10^-4 N/C
- 208767 N/C
- 0.325 N/C
What happens to the path of the electrons when both the electric and magnetic fields are turned off?
What happens to the path of the electrons when both the electric and magnetic fields are turned off?
- They stop moving.
- They travel in a straight line. (correct)
- They curve to the right.
- They curve to the left.
What is the radius of the electron's path after the electric field is shut down?
What is the radius of the electron's path after the electric field is shut down?
- 0.325 m (correct)
- 1.86 m
- 0.208 m
- 5.80 m
What is the significance of the charge to mass ratio in this experiment?
What is the significance of the charge to mass ratio in this experiment?
How does the magnetic field strength affect the electrons in the cathode ray tube?
How does the magnetic field strength affect the electrons in the cathode ray tube?
What is the mass defect calculated from the given formula?
What is the mass defect calculated from the given formula?
Which of the following calculations contributes to finding the mass of nucleons?
Which of the following calculations contributes to finding the mass of nucleons?
What does the symbol 'u' represent in the context of mass calculations?
What does the symbol 'u' represent in the context of mass calculations?
In the formula given, what is the role of Mnuc?
In the formula given, what is the role of Mnuc?
What is the first step in calculating the mass defect, as indicated in the formula?
What is the first step in calculating the mass defect, as indicated in the formula?
What method is NOT used to probe interactions of elementary particles?
What method is NOT used to probe interactions of elementary particles?
What is the main purpose of conducting scattering events in particle physics?
What is the main purpose of conducting scattering events in particle physics?
When dealing with bound states of particles, what is typically studied?
When dealing with bound states of particles, what is typically studied?
Which scientist is associated with measuring gravitational attraction through experimental means?
Which scientist is associated with measuring gravitational attraction through experimental means?
In developing a model for particle interaction, what is the first step typically taken?
In developing a model for particle interaction, what is the first step typically taken?
What is an alpha particle primarily composed of?
What is an alpha particle primarily composed of?
In the Rutherford scattering experiment, what type of sample was used to emit alpha particles?
In the Rutherford scattering experiment, what type of sample was used to emit alpha particles?
What characteristic of the gold sheet used in the Rutherford experiment was crucial for the results?
What characteristic of the gold sheet used in the Rutherford experiment was crucial for the results?
What does the representation of an alpha particle look like in particle notation?
What does the representation of an alpha particle look like in particle notation?
What is the function of the lead box in the Rutherford scattering setup?
What is the function of the lead box in the Rutherford scattering setup?
Which of these statements about alpha particles is true?
Which of these statements about alpha particles is true?
What role does the zinc-coated looped screen play in the Rutherford scattering setup?
What role does the zinc-coated looped screen play in the Rutherford scattering setup?
Which of the following statements regarding the discovery of the nucleus is correct?
Which of the following statements regarding the discovery of the nucleus is correct?
What force is responsible for holding the nucleus of an atom together?
What force is responsible for holding the nucleus of an atom together?
What is the relationship between the binding energy and the mass defect of an atom?
What is the relationship between the binding energy and the mass defect of an atom?
How does the mass of individual subatomic particles compare to the mass of a Hydrogen-2 atom?
How does the mass of individual subatomic particles compare to the mass of a Hydrogen-2 atom?
What is the value of the mass defect for Hydrogen-2?
What is the value of the mass defect for Hydrogen-2?
What needs to happen to the mass before substituting into E=mc²?
What needs to happen to the mass before substituting into E=mc²?
Which of the following statements is true regarding atomic mass?
Which of the following statements is true regarding atomic mass?
What does the strong nuclear force primarily counteract?
What does the strong nuclear force primarily counteract?
What term describes the energy converted from mass in order to bind particles together?
What term describes the energy converted from mass in order to bind particles together?
What is the half-life of Radon-222?
What is the half-life of Radon-222?
After how many days will 50% of a sample of Radon-222 remain?
After how many days will 50% of a sample of Radon-222 remain?
What percent of a sample of Radon-222 will remain after 14 days?
What percent of a sample of Radon-222 will remain after 14 days?
How much polonium-210 remains after 3.8 years if the initial sample was 76 g and its half-life is 138 days?
How much polonium-210 remains after 3.8 years if the initial sample was 76 g and its half-life is 138 days?
What is the total number of half-lives that have passed after 3.8 years for polonium-210?
What is the total number of half-lives that have passed after 3.8 years for polonium-210?
If you start with 70 g of lead-212, how much will remain after 2 half-lives?
If you start with 70 g of lead-212, how much will remain after 2 half-lives?
How much of a substance remains after 3 half-lives?
How much of a substance remains after 3 half-lives?
How is the percentage of a remaining radioactive isotope calculated over a certain period?
How is the percentage of a remaining radioactive isotope calculated over a certain period?
Flashcards
Velocity selection
Velocity selection
A method used in physics that uses perpendicular electric and magnetic fields to select particles with a specific velocity, allowing only particles with a certain velocity to pass through undeflected.
Thomson's experiment
Thomson's experiment
A method used to determine the charge-to-mass ratio (e/m) of charged particles, like electrons, by measuring their deflection in a magnetic field.
Charge-to-mass ratio (e/m)
Charge-to-mass ratio (e/m)
The ratio of the electric charge of a charged particle to its mass.
Circular path
Circular path
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Lorentz force
Lorentz force
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Strong Nuclear Force
Strong Nuclear Force
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Mass Defect
Mass Defect
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Binding Energy
Binding Energy
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Mass-energy Equivalence in Nuclei
Mass-energy Equivalence in Nuclei
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Mass-Energy Equivalence
Mass-Energy Equivalence
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Nuclear Binding Energy
Nuclear Binding Energy
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Electrostatic Force
Electrostatic Force
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Nuclear Binding Energy (Continued)
Nuclear Binding Energy (Continued)
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Atomic Mass Unit (u)
Atomic Mass Unit (u)
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Mass Defect Equation
Mass Defect Equation
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Binding Energy per Nucleon
Binding Energy per Nucleon
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Alpha Particle
Alpha Particle
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Alpha Decay
Alpha Decay
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Rutherford Scattering Experiment
Rutherford Scattering Experiment
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Thin Gold Sheet
Thin Gold Sheet
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Nucleus
Nucleus
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Helium Nucleus
Helium Nucleus
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Lead Box
Lead Box
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Zinc coated screen
Zinc coated screen
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Scattering Events
Scattering Events
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Decays
Decays
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Bound States
Bound States
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Developing a "Model"
Developing a "Model"
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Guided Guessing
Guided Guessing
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Half-life
Half-life
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Radioactive decay
Radioactive decay
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Half-life of a radioactive substance
Half-life of a radioactive substance
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Percentage of radioactive substance remaining
Percentage of radioactive substance remaining
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Number of half-lives
Number of half-lives
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Mass remaining after half-lives
Mass remaining after half-lives
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Time for a specific percentage of decay
Time for a specific percentage of decay
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Radioactive dating
Radioactive dating
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Study Notes
Atomic Physics
- Images of various materials are used to illustrate the concepts, including a variety of patterns of colored circles, a notepad, and an image of an atom.
- The program of studies checklist details topics for understanding the electrical nature of the atom.
- Knowledge outcomes cover describing matter containing discrete charges, explaining cathode ray contributions, J.J. Thomson's experiment, Rutherford's scattering experiment, and the significance these experiments had for the understandings regarding the size and mass of the nucleus and atoms.
- Performing and recording outcomes require students to perform experiments or use simulations to find the charge to mass ratio of the electron.
- Analyzing and interpreting outcomes expect students to find the mass of an electron or ion, and derive formulas for the charge-to-mass ratio.
- Communication and teamwork outcomes include selecting and using numeric, symbolic, graphical, and/or linguistic modes of representation.
Quantization of Energy in Atoms and Nuclei
- Knowledge outcomes include explaining the emission of electromagnetic radiation (EMR) by accelerating charged particles, explaining continuous and line-emission/absorption characteristics, and explaining stationary states to explain observed spectra of atoms and molecules.
- Students are expected to calculate energy difference between states, using conservation of energy and observed characteristics of emitted photons.
- Initiating and planning outcomes require predicting conditions necessary for line-emission, and line-absorption spectra.
- Predicting possible energy transitions in the hydrogen atom, using a labeled diagram of energy levels is also part of the outcomes.
Nuclear Fission and Fusion
- Students are expected to describe the properties of alpha, beta, and gamma radiation, write nuclear equations, perform half-life calculations, compare and contrast fission and fusion reactions, and relate mass defects to energy released in reactions using Einstein's mass-energy equivalence.
- Outcomes include predicting the characteristics of decay products and analyzing interpreting data from radioactive decay and estimating half-lives of radioactive decay chains.
Structure of Matter
- Students are expected to explain how particle tracks contributed to the discovery and identification of subatomic particle characteristics, explain qualitatively the strong nuclear force's role in high-energy particle accelerator use, and describe the composition of protons and neutrons from quarks.
- Outcomes include comparing and contrasting the properties of up quarks, down quarks, electron neutrinos, and their antimatter counterparts in regard to charge and energy(mass-energy), describing beta-positive and beta-negative decay using first generation elementary fermions, and principles of charge conservation.
Atomic Physics Vocabulary
- This section provides a table with blank spaces for students to complete with their own researched terms and definitions.
Discovery of the Electron
- John Dalton's theory of elements and structures described that elements are made up of smaller atoms.
- J. J. Thomson's experiments on cathode rays led to the discovery of the electron.
- 3rd experiment details were: measuring properties to determine charge to mass ratio of electrons, combining work of others.
- Thomson's experiments used cathode ray tubes to test if negative charges could be separated from moving cathode rays using a magnetic field.
- A series of experiments eventually led to a calculation that was able to determine the charge to mass ratio of electrons.
Discovery of the Nucleus
- Rutherford's experimental setup used radioactive materials to emit alpha particles, a thin gold sheet, and a zinc-coated screen.
- Based on the expectations from Thomson's model, the effect on positive charges could produce small scattering angles, that is why negatives were considered irrelevant and not causing many significant scattering angles.
- Unexpectedly, some alpha particles were scattered at very large angles or bounced straight back, contradicting Thomson's model.
- This led Rutherford to propose a new model of the atom with a tiny, dense, positively charged nucleus at the center, surrounded by electrons.
Thomson's Model
- Thomson's model was a plum pudding model of an atom to illustrate the concept of positive and negative particles in the atom's structure.
Rutherford's Model
- Rutherford's model consisted of a very small and dense positive nucleus at the center of the atom. Negatively charges electrons are surrounding the nucleus.
- Empty space surrounds the nucleus.
Bohr Model of the Atom
- Rutherford's model had serious flaws that needed to be addressed; electrons were orbiting in a circular pattern (that is accelerating).
- Maxwell's ideas stated that accelerating charges must emit energy. This meant that electrons should be losing energy and spiraling into the nucleus.
- Bohr's model proposed discrete energy levels for electrons.
- Electrons can only be in specific energy levels, and transitions between these levels produce the colors in the spectrum.
Continuous and Emission/Absorption Spectra
- Passing white light through a spectroscope produces a continuous spectrum.
- Each element has a unique emission and absorption spectrum, similar to a 'fingerprint'.
- Observation of a black/dark lines (absorption) on the colored background (emission), showing that the wavelengths of light emitted or absorbed by different elements are unique.
Energy Levels and Hydrogen
- Bohr calculated the energy and radius of the lowest energy levels for hydrogen.
- Transitions between energy levels result in emitted or absorbed photons, with specific wavelengths.
The Quantum Model
- Bohr's model had problems with electrons emitting radiation when in stable energy levels, and the actual lines are a combination of two or more closely spaced lines.
- De Broglie showed that particles have wave-like properties.
- For the wavelength of the electron to fit perfectly around the nucleus, the circumference of the electron orbit must be a whole number of wavelengths.
The Nucleus
- The nucleus contains nucleons.
- Protons have a positive charge, determine the element, and their number equals atomic number.
- Neutrons have no charge. The total of protons and neutrons is the atomic mass number.
- The notation for a particular nucleus utilizes the atomic number (Z), atomic mass number (A), and the element's symbol.
- Isotopes have the same atomic number but different numbers of neutrons, potentially affecting nuclear stability.
- The strong nuclear force overcomes the electrostatic force of repulsion between protons to hold the nucleus together.
- Calculations measure the mass defect and binding energy of a particular nucleus.
Radioactive Decay
- Radioactive decay occurs in unstable atoms and releases energy.
- Alpha decay emits a helium nucleus.
- Beta decay involves a neutron converting to a proton and emitting an electron.
- Gamma decay involves emitting high-energy photons from an excited nucleus.
- Half-life is the time it takes for half of the atoms in a sample to decay.
Decay Rates
- The concept of half-life is detailed.
- Calculating quantity remaining after an amount of time using the equation for exponential decay.
Fusion and Fission
- Fusion is the combining of light nuclei, while fission is the splitting of heavy nuclei.
- Fusion in stars involves the proton-proton chain.
- Fission reactions can be used in power plants; this involves a chain reaction that is carefully controlled.
- Fission reactions are used in nuclear weapons that are explosive chain reactions.
Detecting and Measuring Subatomic Particles
- Methods of detecting/measuring particles include scattering events, decays, and examining bound states.
- Methods such as Cloud Chamber and Bubble Chambers.
- The use of magnetic fields to curve the paths of charged particles allows for the identification of their nature and mass.
- Photographs showing particle tracks are analyzed based on characteristics, such as particle charge and mass determination.
Energy Requirements
- The energy required to study subatomic particles.
- Particle accelerators are discussed and related to the energy needs for subatomic particles' studies.
Particle Accelerators
- Different types of particle accelerators (Van de Graaff, Drift tube, Cyclotron, and Synchrotron) are included.
Units for Subatomic Masses
- Energy units (eV, MeV) are convenient to use for subatomic particles' calculations.
- Conversion between mass and energy units is presented.
The Standard Model
- All matter is made of 12 fundamental particles (6 leptons and 6 quarks).
- The Standard model includes the electromagnetic, weak, and strong nuclear forces.
- Quarks are grouped together through the strong force.
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Description
Test your knowledge on the fundamentals of cathode ray tube experiments, focusing on electric and magnetic fields, electron paths, and mass defect calculations. This quiz explores key concepts such as charge to mass ratio and particle interactions in physics.