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Keroshan Pillay

@keroshanpillay · University of California, Los Angeles

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Open Materials Science: Mechanical Properties, Phase Equilibria, and Transport
Quiz
1 of 50
In a standard Charpy impact test, how is the impact energy absorbed by a fractured specimen calculated?
From the integration of the area beneath the engineering stress versus engineering strain…
From the depth and diameter of the plastic indentation produced on the specimen surface…
From the instantaneous angular velocity of the swinging hammer at the moment of initial…
From the difference between the initial pendulum release height h and the final rebound…
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Materials Science: Mechanical Properties, Phase Equilibria, and TransportMaterial Science 104 - Dr. Amartya BanerjeeMade 1 day ago
Open Materials Science and Thermal Physics Assessment
Quiz
1 of 15
In standard binary phase diagram representations used in materials science, which two independent state variables are plotted under typical atmospheric pressure conditions?
Density and chemical concentration
Temperature and alloy composition
Pressure and chemical concentration
Volume and absolute temperature
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Materials Science and Thermal Physics AssessmentMaterial Science 104 - Dr. Amartya BanerjeeMade 1 day ago
Open Materials Science: Mechanical Behavior and Phase Diagrams
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Materials Science: Mechanical Behavior and Phase DiagramsMaterial Science 104 - Dr. Amartya BanerjeeMade 1 day ago
Open MSE 104 Tutorial: Creep Kinetics and Invariant Phase Reactions
Practice Q&A
Explain the key characteristics of steady-state creep deformation in metals at elevated temperatures. Specifically, clarify why the strain rate remains constant during this stage, state the functional dependence of the…
6 marks
In binary phase diagrams, invariant reactions occur at specific equilibrium temperatures and compositions. Define and distinguish the eutectic, eutectoid, and peritectic reactions by identifying the reactant and product…
5 questions · 30 marks
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MSE 104 Tutorial: Creep Kinetics and Invariant Phase ReactionsMaterial Science 104 - Dr. Amartya BanerjeeMade 1 day ago
Open MSE 104: Materials Science Review
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MSE 104: Materials Science ReviewMaterial Science 104 - Dr. Amartya BanerjeeMade 1 day ago
Open MSE 104 Tutorial Sheet: Solid Solutions, Diffusion, Fatigue, and Phase Equilibria
Practice Q&A
State the four Hume-Rothery rules that govern the formation of substitutional solid solutions when impurity atoms are added to a host metal, and explain the specific condition required by each rule.
8 marks
Define steady-state diffusion in solid materials, state the mathematical equation for Fick's first law while defining each variable, and explain how temperature influences the diffusion coefficient.
4 questions · 40 marks
Practice Q&A
MSE 104 Tutorial Sheet: Solid Solutions, Diffusion, Fatigue, and Phase EquilibriaMaterial Science 104 - Dr. Amartya BanerjeeMade 1 day ago
Open Materials Science and Physics Review: Part 1
Quiz
1 of 50
Which fundamental condition dictates that crack growth will occur in a material according to fracture mechanics principles?
K_Ic > Y * sigma_c * sqrt(pi * a)
a_c = pi * (K_Ic / (Y * sigma))^2
K_Ic < Y * sigma_c * sqrt(pi * a)
sigma_c = (Y * sqrt(pi * a)) / K_Ic
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Materials Science and Physics Review: Part 1Material Science 104 - Dr. Amartya BanerjeeMade 2 days ago
Open Materials Science Review Quiz: Part 1
Quiz
1 of 50
Under Scenario 2 of design against fracture, where the fracture toughness K_Ic and operating tensile stress level sigma are fixed, how is the maximum allowable critical flaw size (a_c) calculated?
a_c = K_Ic / (Y * sqrt(pi * sigma))
a_c = (1 / pi) * (K_Ic / (Y * sigma))^2
a_c = (1 / sqrt(pi)) * (K_Ic / (Y * sigma))
a_c = pi * ( (Y * sigma) / K_Ic )^2
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Materials Science Review Quiz: Part 1Material Science 104 - Dr. Amartya BanerjeeMade 2 days ago
Open Materials Science and Engineering Comprehensive Review
Quiz
1 of 50
Which of the following test conditions directly promotes brittle fracture during an impact test?
High specimen ductility
Low strain rate
Presence of a notch
Elevated temperature
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Materials Science and Engineering Comprehensive ReviewMaterial Science 104 - Dr. Amartya BanerjeeMade 2 days ago
Open MSE 104: Mechanical Behavior, Diffusion, and Phase Equilibria
Quiz
1 of 10
According to the Hume-Rothery rules, which condition favors extensive substitutional solid solubility between two metallic elements?
The two pure constituent metals must possess completely different crystal structures.
The difference in atomic radii between the two elements must exceed 15 percent.
The two participating elements must exhibit substantially different electronegativities.
The solvent metal has a greater tendency to dissolve a solute metal of higher valence.
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MSE 104: Mechanical Behavior, Diffusion, and Phase EquilibriaMaterial Science 104 - Dr. Amartya BanerjeeMade 3 days ago
Open MSE 104: Materials Science Core Concepts
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MSE 104: Materials Science Core ConceptsMaterial Science 104 - Dr. Amartya BanerjeeMade 3 days ago
Open MSE 104: Mechanical Properties, Defects, Diffusion, and Phase Transformations
Quiz
1 of 15
According to the Hume-Rothery rules, which of the following is an established condition for high solid solubility in substitutional solid solutions?
The solvent metal has a greater tendency to dissolve a metal of lower valence.
The atomic radius of solute and solvent must differ by less than 15%.
The solute and solvent should have substantially different electronegativities.
The two pure metals must possess completely different crystal structures.
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MSE 104: Mechanical Properties, Defects, Diffusion, and Phase TransformationsMaterial Science 104 - Dr. Amartya BanerjeeMade 3 days ago
Open MSE 104 Tutorial Sheet: Diffusion & Mechanical Properties of Metals
Practice Q&A
Explain the atomic mechanisms of vacancy diffusion and interstitial diffusion in crystalline solids, stating which mechanism occurs more rapidly and why. In addition, state the Arrhenius equation that describes the…
7 marks
Compare and contrast twin boundaries with ordinary grain boundaries in crystalline metals. In your response, specifically address: (1) the crystallographic orientation relationship across the boundary, (2) the boundary…
4 questions · 26 marks
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MSE 104 Tutorial Sheet: Diffusion & Mechanical Properties of MetalsMaterial Science 104 - Dr. Amartya BanerjeeMade 3 days ago
Open MSE 104 Vacancy Concentration Calculator
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MSE 104 Vacancy Concentration CalculatorMaterial Science 104 - Dr. Amartya BanerjeeMade 3 days ago
Open MSE 104: Diffusion Mechanisms & Fundamentals
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MSE 104: Diffusion Mechanisms & FundamentalsMaterial Science 104 - Dr. Amartya BanerjeeMade 3 days ago
Open MSE 104: Vacancies and Diffusion Mechanisms
Quiz
1 of 5
According to the equilibrium vacancy concentration relationship $N_v / N = \exp(-Q_v / kT)$ , how does the equilibrium concentration of vacancies change as temperature $T$ increases?
It decreases linearly with increasing temperature.
It remains constant because the activation energy is fixed.
It decreases exponentially toward an asymptotic limit of zero.
It increases exponentially with increasing temperature.
5 questions
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MSE 104: Vacancies and Diffusion MechanismsMaterial Science 104 - Dr. Amartya BanerjeeMade 3 days ago
Open MSE 104 - Lecture 5: Defects, Diffusion, and Mechanical Properties
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MSE 104 - Lecture 5: Defects, Diffusion, and Mechanical PropertiesMaterial Science 104 - Dr. Amartya BanerjeeMade 4 days ago
Open MSE 104 Comprehensive Review: Defects, Diffusion, Mechanical Properties, Phase Diagrams, and Quantum Spin
Quiz
1 of 20
According to the equilibrium vacancy concentration relationship, how does the equilibrium fraction of vacant lattice sites change as temperature increases?
It increases exponentially with absolute temperature.
It decreases logarithmically with absolute temperature.
It decreases linearly with absolute temperature.
It remains independent of temperature variations.
20 questions
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MSE 104 Comprehensive Review: Defects, Diffusion, Mechanical Properties, Phase Diagrams, and Quantum SpinMaterial Science 104 - Dr. Amartya BanerjeeMade 9 days ago
Open Quantum Spin States and Operators
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Quantum Spin States and OperatorsMaterial Science 104 - Dr. Amartya BanerjeeMade 9 days ago
Open Quantum Spin States and Pauli Operators
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Quantum Spin States and Pauli OperatorsMaterial Science 104 - Dr. Amartya BanerjeeMade 9 days ago
Open MSE104 Tutorial Sheet: Mechanical Behavior, Fracture, and Failure Mechanisms
Practice Q&A
Using the principles of tensile deformation in metals, explain the atomic-level difference between elastic and plastic deformation. Describe how the yield strength is determined from an engineering stress-strain curve…
8 marks
Explain why the measured fracture strengths of real engineering materials are significantly lower than theoretical predictions. Detail the role of crack geometry in amplifying stress at crack tips, describe the…
5 questions · 45 marks
Practice Q&A
MSE104 Tutorial Sheet: Mechanical Behavior, Fracture, and Failure MechanismsMaterial Science 104 - Dr. Amartya BanerjeeMade 10 days ago
Open MSE 104: Mechanical Behavior, Diffusion, Failure & Phase Equilibria
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MSE 104: Mechanical Behavior, Diffusion, Failure & Phase EquilibriaMaterial Science 104 - Dr. Amartya BanerjeeMade 10 days ago
Open Interactive Photosynthesis Laboratory
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Interactive Photosynthesis LaboratoryMaterial Science 104 - Dr. Amartya BanerjeeMade 12 days ago
Open MSE 104 — Fracture and Failure Mode Classifier
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MSE 104 — Fracture and Failure Mode ClassifierMaterial Science 104 - Dr. Amartya BanerjeeMade 17 days ago
Open MSE 104 — Atomic Defects and Diffusion Concept Trainer
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MSE 104 — Atomic Defects and Diffusion Concept TrainerMaterial Science 104 - Dr. Amartya BanerjeeMade 17 days ago
Open MSE 104 — Mechanical Properties and Stress–Strain Trainer
Practice Q&A
MSE 104 — Mechanical Properties and Stress–Strain TrainerMaterial Science 104 - Dr. Amartya BanerjeeMade 17 days ago
Open MSE 104 — Crack Propagation, Fatigue, and Creep Trainer
Practice Q&A
MSE 104 — Crack Propagation, Fatigue, and Creep TrainerMaterial Science 104 - Dr. Amartya BanerjeeMade 17 days ago
Open MSE 104 Tutorial Sheet: Structure, Mechanical Properties, and Phase Equilibria
Practice Q&A
Compare the atomic mechanisms of vacancy diffusion and interstitial diffusion in metals, identifying which mechanism operates more rapidly. Then, state Fick's first law for steady-state diffusion and explain how…
7 marks
Distinguish between engineering stress and true stress. Explain why the engineering stress-strain curve reaches a maximum and drops prior to fracture in ductile metals, whereas the true stress-strain curve continues to…
5 questions · 37 marks
Practice Q&A
MSE 104 Tutorial Sheet: Structure, Mechanical Properties, and Phase EquilibriaMaterial Science 104 - Dr. Amartya BanerjeeMade 17 days ago
Open MSE 104: Mechanical Properties, Dislocations, and Strengthening Mechanisms
Practice Q&A
Explain the fundamental characteristics of linear elastic deformation in metals. State Hooke's law, define Poisson's ratio, and give the equations relating Young's modulus (E) and Poisson's ratio (ν) to both the shear…
7 marks
Define a crystallographic slip system in terms of slip plane and slip direction characteristics. Identify the primary slip system and total number of slip systems in FCC metals, and explain why dislocation motion is…
5 questions · 43 marks
Practice Q&A
MSE 104: Mechanical Properties, Dislocations, and Strengthening MechanismsMaterial Science 104 - Dr. Amartya BanerjeeMade 17 days ago
Open MSE 104 — 7-Day Multiple-Choice Test Preparation
Study planMSE 104 — 7-Day Multiple-Choice Test Preparation
Study plan
MSE 104 — 7-Day Multiple-Choice Test PreparationMaterial Science 104 - Dr. Amartya BanerjeeMade 17 days ago
Open MSE 104: Test-Day Formulas and Core Concepts
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MSE 104: Test-Day Formulas and Core ConceptsMaterial Science 104 - Dr. Amartya BanerjeeMade 17 days ago
Open MSE 104 Quiz 1 Study Week — 7-Day Interactive Timeline
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MSE 104 Quiz 1 Study Week — 7-Day Interactive TimelineMaterial Science 104 - Dr. Amartya BanerjeeMade 18 days ago
Open MAE 105A: Heat Transfer, Polytropic Processes, and Tds Equations
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MAE 105A: Heat Transfer, Polytropic Processes, and Tds EquationsMAE105A - ThermodynamicsMade 20 days ago
Open TdS Equations, Polytropic Compression, and Heat Transfer Analysis
Essay practice
A closed, simple compressible system containing an ideal gas with constant specific heat ratio k = c_p/c_v and gas constant R undergoes compression inside a piston-cylinder assembly from an initial state 1 (p_1, T_1,…
Essay practice1
TdS Equations, Polytropic Compression, and Heat Transfer AnalysisMAE105A - ThermodynamicsMade 21 days ago
Open Failure Analysis and Microstructural Evaluation of a Hypoeutectoid Steel Transmission Shaft
Essay practice
A transmission drive shaft manufactured from a 99.6 wt% Fe - 0.40 wt% C hypoeutectoid steel was placed in service within a power transmission assembly. The shaft operates under fluctuating cyclic tension and torsion…
Essay practice
Failure Analysis and Microstructural Evaluation of a Hypoeutectoid Steel Transmission ShaftMaterial Science 104 - Dr. Amartya BanerjeeMade 21 days ago
Open MSE 104 - Lecture 5: Mechanical Properties of Metals & Diffusion Review
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MSE 104 - Lecture 5: Mechanical Properties of Metals & Diffusion ReviewMaterial Science 104 - Dr. Amartya BanerjeeMade 21 days ago
Open Polytropic Processes and Tds Relations in Thermodynamics
Practice Q&A
Define a polytropic process for a closed system and explain its general pressure-volume relationship. Furthermore, evaluate how the exponent n characterizes the special cases of isobaric, isothermal (for an ideal gas),…
10 marks
Starting from the First Law of Thermodynamics for a closed system of unit mass and the definition of enthalpy, derive the first and second Tds equations (du = Tds - pdv and dh = Tds + vdp). Explain why these equations…
4 questions · 48 marks
Practice Q&A
Polytropic Processes and Tds Relations in ThermodynamicsMAE105A - ThermodynamicsMade 21 days ago
Open MSE 104 — Lecture 5a Explainer: Defects Review & Intro to Diffusion
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MSE 104 — Lecture 5a Explainer: Defects Review & Intro to DiffusionMaterial Science 104 - Dr. Amartya BanerjeeMade 21 days ago
Open Rayleigh Scattering: Why the Sky Is Blue — Interactive Study App
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Rayleigh Scattering: Why the Sky Is Blue — Interactive Study AppPHYS 101 - General PhysicsMade 23 days ago
Open Polytropic Processes Flashcards — MAE 105A
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Polytropic Processes Flashcards — MAE 105AMAE105A - ThermodynamicsMade 24 days ago
Open Chapter 6 Flashcards — Tds Equations & Ideal Gas Applications (MAE 105A)
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Chapter 6 Flashcards — Tds Equations & Ideal Gas Applications (MAE 105A)MAE105A - ThermodynamicsMade 24 days ago
Open 2 + 2 = 4 — Single Flashcard (Validation Test)
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2 + 2 = 4 — Single Flashcard (Validation Test)MAE105A - ThermodynamicsMade 29 days ago
Open Newton's First Law — 2 Flashcards
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Newton's First Law — 2 FlashcardsMAE105A - ThermodynamicsMade about 1 month ago
Open Polytropic Processes — Flashcards (MAE 105A)
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Polytropic Processes — Flashcards (MAE 105A)MAE105A - ThermodynamicsMade about 1 month ago
Open MSE 104 Lecture 5 Flashcards — Defects & Diffusion
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MSE 104 Lecture 5 Flashcards — Defects & DiffusionMaterial Science 104 - Dr. Amartya BanerjeeMade about 1 month ago
Open Lecture 16 Study App — Gray-Body Radiation Exchange (MAE105D)
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Lecture 16 Study App — Gray-Body Radiation Exchange (MAE105D)MAE105D - Heat TransferMade about 1 month ago
Open MSE 104 Lecture 9 — Failure & Phase Transformations: Interactive Study Notes
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MSE 104 Lecture 9 — Failure & Phase Transformations: Interactive Study NotesMaterial Science 104 - Dr. Amartya BanerjeeMade about 1 month ago
Open MSE 104 Lecture 5 Flashcards — Defects & Intro to Diffusion
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MSE 104 Lecture 5 Flashcards — Defects & Intro to DiffusionMaterial Science 104 - Dr. Amartya BanerjeeMade about 1 month ago
Open CS 32 Stacks & Queues — Interactive Study App
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CS 32 Stacks & Queues — Interactive Study AppIntroduction to Computer Science II - David A. SmallbergMade about 1 month ago
Open CS 32 Hash Tables Study App
Study toolCS 32 Hash Tables Study App
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CS 32 Hash Tables Study AppIntroduction to Computer Science II - David A. SmallbergMade about 1 month ago
Open CS 32: Inheritance & Polymorphism — Interactive Study App
Study toolCS 32: Inheritance & Polymorphism — Interactive Study App
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CS 32: Inheritance & Polymorphism — Interactive Study AppIntroduction to Computer Science II - David A. SmallbergMade about 1 month ago
Open CS 32: Hash Tables, Heaps & Priority Queues — Interactive Study App
Study toolCS 32: Hash Tables, Heaps & Priority Queues — Interactive Study App
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CS 32: Hash Tables, Heaps & Priority Queues — Interactive Study AppCS - CS 32Made about 1 month ago
Open CS 32 Graphs Study App: BFS, DFS & Dijkstra
Study toolCS 32 Graphs Study App: BFS, DFS & Dijkstra
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CS 32 Graphs Study App: BFS, DFS & DijkstraIntroduction to Computer Science II - David A. SmallbergMade about 1 month ago
Open CS 32: BSTs & AVL Rotations — Interactive Study App
Study toolCS 32: BSTs & AVL Rotations — Interactive Study App
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CS 32: BSTs & AVL Rotations — Interactive Study AppCS - CS 32Made about 1 month ago
Open CS 32 Function Pointer & Type-Matching Trainer
Study toolCS 32 Function Pointer & Type-Matching Trainer
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CS 32 Function Pointer & Type-Matching TrainerIntroduction to Computer Science II - David A. SmallbergMade about 2 months ago
Open CS 32 Midterm Study Guide: Linked Lists, Stacks & Queues
Study toolCS 32 Midterm Study Guide: Linked Lists, Stacks & Queues
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CS 32 Midterm Study Guide: Linked Lists, Stacks & QueuesIntroduction to Computer Science II - David A. SmallbergMade about 2 months ago
Open AGOFACT-LEXICAL-PROBE-315
Study toolAGOFACT-LEXICAL-PROBE-315
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AGOFACT-LEXICAL-PROBE-315Introduction to Computer Science II - David A. SmallbergMade about 2 months ago
Open CS 32 Spring 2022 — Interactive Lecture Notes
Study toolCS 32 Spring 2022 — Interactive Lecture Notes
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CS 32 Spring 2022 — Interactive Lecture NotesIntroduction to Computer Science II - David A. SmallbergMade about 2 months ago
Open CS 32 Spring 2022 — Interactive Lecture Notes & Study Companion
Study toolCS 32 Spring 2022 — Interactive Lecture Notes & Study Companion
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CS 32 Spring 2022 — Interactive Lecture Notes & Study CompanionIntroduction to Computer Science II - David A. SmallbergMade about 2 months ago
Open CS 32 Mastery Lab — UCLA Spring 2022 (Smallberg)
Study toolCS 32 Mastery Lab — UCLA Spring 2022 (Smallberg)
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CS 32 Mastery Lab — UCLA Spring 2022 (Smallberg)Introduction to Computer Science II - David A. SmallbergMade about 2 months ago
Open MSE 104 Lecture 5 Flashcards — Defects & Diffusion
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MSE 104 Lecture 5 Flashcards — Defects & DiffusionMaterial Science 104 - Dr. Amartya BanerjeeMade about 2 months ago
Open MSE 104 Lecture 9 Flashcards — Fracture, Phase Diagrams & Phase Transformations
Study toolMSE 104 Lecture 9 Flashcards — Fracture, Phase Diagrams & Phase Transformations
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MSE 104 Lecture 9 Flashcards — Fracture, Phase Diagrams & Phase TransformationsMaterial Science 104 - Dr. Amartya BanerjeeMade about 2 months ago
Open MSE 104 Lecture 8 Flashcards — Failure (Fracture, Fatigue, Creep)
Study toolMSE 104 Lecture 8 Flashcards — Failure (Fracture, Fatigue, Creep)
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MSE 104 Lecture 8 Flashcards — Failure (Fracture, Fatigue, Creep)Material Science 104 - Dr. Amartya BanerjeeMade about 2 months ago
Open MSE 104 Lecture 5 Flashcards — Defects & Diffusion
Study toolMSE 104 Lecture 5 Flashcards — Defects & Diffusion
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MSE 104 Lecture 5 Flashcards — Defects & DiffusionMaterial Science 104 - Dr. Amartya BanerjeeMade about 2 months ago
Open MSE 104 Lecture 5 Flashcards — Defects & Intro to Diffusion
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MSE 104 Lecture 5 Flashcards — Defects & Intro to DiffusionMaterial Science 104 - Dr. Amartya BanerjeeMade about 2 months ago
Open MSE 104 Lectures 7–8 Flashcards: Mechanical Properties & Failure
FlashcardsMSE 104 Lectures 7–8 Flashcards: Mechanical Properties & Failure
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MSE 104 Lectures 7–8 Flashcards: Mechanical Properties & FailureMaterial Science 104 - Dr. Amartya BanerjeeMade about 2 months ago
Open MSE 104 Flashcards: Fracture, Fatigue, Creep & Phase Diagrams (Lecture 9a)
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MSE 104 Flashcards: Fracture, Fatigue, Creep & Phase Diagrams (Lecture 9a)Material Science 104 - Dr. Amartya BanerjeeMade about 2 months ago
Open Chapter 8: Failure — Interactive Flashcards
FlashcardsChapter 8: Failure — Interactive Flashcards
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Chapter 8: Failure — Interactive FlashcardsMaterial Science 104 - Dr. Amartya BanerjeeMade about 2 months ago
Open MSE 104 Lecture 7a Flashcards — Mechanical Properties & Strengthening
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MSE 104 Lecture 7a Flashcards — Mechanical Properties & StrengtheningMaterial Science 104 - Dr. Amartya BanerjeeMade about 2 months ago
Open MSE 104 — Chapter 6 Mechanical Properties Flashcards
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MSE 104 — Chapter 6 Mechanical Properties FlashcardsMaterial Science 104 - Dr. Amartya BanerjeeMade about 2 months ago
Open Chapter 2 Interactive Explainer — Energy Transfer by Heat (MAE 105A)
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Chapter 2 Interactive Explainer — Energy Transfer by Heat (MAE 105A)MAE105A - ThermodynamicsMade about 2 months ago
Open Polytropic Processes Flashcards
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Polytropic Processes FlashcardsMAE105A - ThermodynamicsMade about 2 months ago
Open Tds Equations Flashcards — MAE 105A
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Tds Equations Flashcards — MAE 105AMAE105A - ThermodynamicsMade about 2 months ago
Open MAE 105A Thermodynamics — Flashcard Deck
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MAE 105A Thermodynamics — Flashcard DeckThermodynamics - Professor PilonMade 2 months ago
Open Interactive Spin States Diagram
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Interactive Spin States DiagramPHIL131 - Philosophy of Quantum MechanicsMade 3 months ago
Open TdS Equations for Ideal Gases — Interactive Explainer
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TdS Equations for Ideal Gases — Interactive ExplainerMAE105A - ThermodynamicsMade 3 months ago
Open MAE171A HW2 — Interactive Mindmap
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MAE171A HW2 — Interactive MindmapMAE171A - Systems ControlMade 3 months ago
Open MAE171A HW1 — Interactive Concept Explainer
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MAE171A HW1 — Interactive Concept ExplainerMAE171A - Systems ControlMade 3 months ago
Open Interactive Explainer: Quantum Spin States & Operators
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Interactive Explainer: Quantum Spin States & OperatorsPHIL131 - Philosophy of Quantum MechanicsMade 3 months ago