Award-Winning College Physics Tutors
serving Wilmington, NC

Between earning a mechanical engineering bachelor's and pursuing his master's, Aaron has taken calculus-based physics from every angle — statics, dynamics, thermodynamics, fluid mechanics — and now applies those principles daily in graduate-level research and coursework. He breaks down problems by teaching students to sketch the physical situation first, identify constraints, and only then select the right conservation law or force equation. Holds a 5.0 rating.

Biomedical engineering at Duke means Eric solves physics problems daily — modeling forces on prosthetic joints, analyzing fluid flow through artificial vessels, calculating electrical signals in biosensors — so the mechanics and electromagnetism in a college physics course map directly onto work he's already doing. He breaks multi-step problems into their physical components first, making sure the reasoning is solid before any math hits the page. Holds a 5.0 rating.

Serving as a TA for Duke's Electricity and Magnetism course means Florence has graded the exact types of problems — Gauss's law applications, RC circuits, Faraday's law scenarios — that make college physics students sweat, and she knows precisely where the reasoning breaks down. Her computer science background also gives her a knack for teaching the systematic, step-by-step problem decomposition that turns a wall of physics into something solvable. Holds a 5.0 rating.

Neuroscience gave Julie a deep working knowledge of the physics that governs biological systems — membrane capacitance, electrical potentials across ion channels, fluid dynamics in neural vasculature — so she brings a concrete, applied lens to college physics topics that other tutors treat purely abstractly. Her strong quantitative background (1480 SAT, dual B.S. in Neuroscience) means she's comfortable walking through the calculus-based derivations in mechanics and E&M without losing sight of what the physics actually describes. Rated 5.0 by students.

Circuit theory, power systems, and electronics — Prakash didn't just study these as textbook topics but taught them as a university instructor and TA, walking undergrad students through the exact calculus-based physics (Kirchhoff's laws, AC/DC analysis, electromagnetic induction) that makes college physics courses demanding. His industry experience as a practicing electrical engineer means he can ground abstract force and field problems in real systems, showing students how equations translate into physical behavior. Rated 4.8 by students.

Dance training might seem unrelated to physics, but Alisha's choreography work at VCU demands constant intuitive reasoning about momentum, rotational inertia, and force vectors — she literally feels what happens when a dancer's center of mass shifts mid-leap. She pairs that kinesthetic understanding with strong quantitative skills (a 34 ACT backs this up) to walk students through the mechanics and energy problems that dominate introductory college physics, translating abstract equations into something physically real.

A PhD in bioengineering from Georgia Tech means Jordan has spent years applying physics to biological systems — modeling fluid flow through tissues, analyzing mechanical forces on implants, solving heat transfer problems in living systems. That engineering depth makes the leap from textbook concepts like kinematics and thermodynamics to actual problem-solving feel natural, because Jordan has done it professionally. Rated 5.0 by students.

Studying physics at NC State while minoring in both computer science and mathematics means Gatlin is actively sitting in the same lecture halls and grinding through the same problem sets his students are — from projectile motion and torque to circuits and wave optics. That real-time immersion keeps him sharp on exactly which derivations and conceptual leaps cause the most confusion in introductory and intermediate courses. Rated 4.8 by students.

During her astrophysics program, Paige was a peer learning assistant for a college physics course designed for non-majors — an experience that taught her to explain electromagnetism, thermodynamics, and rotational dynamics without assuming a deep math background. She now applies that same clarity to college-level mechanics, waves, and modern physics. Students consistently rate her 5.0 for making dense material approachable.

Danielle teaches across both physics and economics, which means she's comfortable with the kind of quantitative modeling — setting up equations, interpreting graphs, tracking how variables interact — that college physics problem sets demand. She zeroes in on the problem-setup phase, getting students to sketch force diagrams and identify constraints before jumping to formulas, especially in mechanics topics where a rushed start usually means a wrong answer.

Engineering coursework at NC State put Catrina through the full gauntlet of university-level physics, from electromagnetism and thermodynamics to fluid mechanics. She tackles college physics by walking through the conceptual reasoning behind each derivation so that students can set up novel problems confidently, not just replicate worked examples from lecture.

That moment in college physics where a problem suddenly requires combining free-body diagrams with energy methods and kinematics all at once — David knows exactly where students stall, because his physics degree means he's worked through those multi-concept collisions from both the theoretical and problem-solving sides. He breaks down the transition from plug-and-chug high school problems to the layered reasoning college courses demand, especially in mechanics where students need to choose between Newton's laws and Lagrangian-style thinking on the fly.

I graduated from the University of North Carolina at Chapel Hill with a Bachelor of Science in Physics. I work with students in a variety of subjects, including Math, Physics, and Chemistry. I have experience working with students on the Autism spectrum and with ADHD.

Kathleen's neuroscience background means she's already internalized the physics that governs biological systems — action potentials as RC circuits, diffusion as a thermodynamic process, imaging technologies built on wave mechanics and electromagnetic principles. She pairs that applied knowledge with serious math chops (her subject list runs from pre-algebra through multivariable calculus and biostatistics), so she can walk through both the conceptual reasoning and the calculus-heavy problem solving that college physics demands. Rated 4.9 by students.

Every problem set in calculus-based physics eventually comes down to translating a physical scenario into math — and as an electrical and computer engineering major, Artem does that translation daily across circuits, fields, and signal analysis. He breaks problems into their physical components first, teaching students to identify whether they're dealing with a conservation law, a force balance, or a field interaction before touching an equation. Rated 5.0 by students.

Currently studying at UNC Chapel Hill with AP Physics 1 and calculus in his teaching repertoire, Jeffrey tackles college physics problems by grounding them in the math fundamentals that make force diagrams, projectile motion, and energy conservation actually solvable. His 33 ACT reflects strong quantitative reasoning, and he breaks down multi-step mechanics problems into manageable pieces — isolating variables, checking units, and building intuition for when an answer makes physical sense.

Preparing for medical school means Bria is actively working through the physics that underpins the MCAT — mechanics, optics, fluids, and electrostatics — so she knows which concepts feel deceptively simple until you hit a multi-step problem. Her Yale psychology background also gives her a sharp read on how students actually learn under pressure, which she channels into breaking down force diagrams and energy calculations step by step. Rated 5.0 by students.

Civil engineering coursework at Clemson put Matthew through the full sequence of calculus-based physics — statics, dynamics, fluid mechanics, structural loading — and his professional engineering experience means he's applied those principles to real designs, not just homework sets. He breaks down free-body diagrams and equilibrium problems with the practicality of someone who's had to get them right on actual projects. Rated 5.0 by students.

Studying chemistry means Amanda spends most of her time inside the physics that chemistry depends on — thermodynamics governing reaction spontaneity, electrostatics driving molecular interactions, and wave mechanics underlying spectroscopy. She brings that cross-disciplinary fluency to college physics problem sets, especially when students need to connect the math (she scored a 33 ACT) to the physical intuition behind concepts like energy conservation and force analysis.

Studying applied mathematics at Caltech means Samuel encounters physics constantly — from classical mechanics and energy conservation to electromagnetism and wave behavior. He breaks down the math behind physical systems so that equations like Maxwell's or Newton's second law feel like tools rather than obstacles.

Studying computer science at MIT means Brice lives inside the math and physics that most students only encounter on problem sets — his coursework regularly demands fluency in mechanics, wave behavior, and electromagnetism as foundations for everything from signal processing to computational modeling. He breaks physics problems into the same kind of step-by-step logical structure he'd use to debug code, which makes tangled multi-concept questions feel systematic rather than overwhelming. Rated 4.9 by students.

Studying computer science and applied math at Harvard means Derek uses physics constantly — from electromagnetism in circuit design to mechanics in computational modeling. He tackles college-level topics like Lagrangian dynamics and wave equations by connecting the math to physical intuition, making dense derivations feel less abstract.

Molecular biology might seem like a different world from physics, but Agustin's coursework lives in the overlap — diffusion equations, fluid dynamics in cellular transport, and the thermodynamics behind protein folding all demand real physics fluency. He pairs that life-sciences perspective with strong quantitative chops (1560 SAT) to break down mechanics and energy problems in ways that click for students who think more naturally in biological terms than abstract force diagrams.

Princeton's mechanical and aerospace engineering program is essentially a four-year immersion in applied physics — Fred spent it solving problems in fluid dynamics, thermodynamics, structural mechanics, and orbital motion, which maps directly onto the topics that fill college physics syllabi. He breaks down force diagrams and energy methods by connecting them to the engineering contexts where those concepts actually get used, making abstract problem sets feel more concrete. His 1550 SAT reflects the quantitative precision he brings to calculus-heavy coursework.

Dylan has taken both college mechanics and electricity/magnetism at Northwestern's engineering school, so he's worked through the exact problem sets — free-body diagrams, circuit analysis, wave optics — that trip up most college physics students. His computer science background also means he's comfortable walking through the math-heavy derivations that make physics click rather than feel like guesswork. Rated 5.0 by students.

Premed coursework and a computing degree at Notre Dame meant Aidan sat through the full sequence of calculus-based physics — mechanics, E&M, waves — while simultaneously learning to think algorithmically about complex problems. That combination is particularly useful when students hit the wall where physics stops being plug-and-chug and starts requiring multi-step reasoning, like connecting free-body diagrams to energy methods or translating a word problem into the right integral. His 35 ACT speaks to the quantitative fluency he brings to those tougher setups.

Statics, dynamics, circuits, electromagnetics — Steve didn't just take these courses, he took them twice over, earning degrees in both mechanical and electrical engineering before working as a practicing engineer. That dual perspective is especially useful in college physics, where a problem about induced EMF or stress in a beam benefits from someone who's designed real systems around those principles. Rated 4.9 by students.

Two physics degrees — a B.S. and a PhD — mean Zhengdong has worked through every layer of the college physics sequence, from introductory Newtonian mechanics all the way to quantum theory and advanced electrodynamics. He's particularly effective at teaching students to translate a physical scenario into the right mathematical framework, whether that's setting up free-body diagrams in mechanics or applying Gauss's law to symmetric charge distributions. Rated 4.8 by students.

Building things that actually work — which is what mechanical engineering is — means Vania spent her degree applying Newton's laws to real structures, calculating heat transfer through materials, and analyzing fluid flow, not as textbook exercises but as design requirements. That hands-on engineering intuition shows up when she breaks down free-body diagrams or walks through energy conservation problems, because she's solved versions of them that had to hold up in the physical world. Her 1590 SAT underscores the quantitative precision she brings to calculus-based problem solving.

College-level physics ramps up quickly, especially once calculus-based mechanics and electromagnetism enter the picture. Richard's time as a course assistant in Harvard's math department gave him deep comfort with the calculus underpinning topics like electric flux integrals and differential equations of motion. He teaches the physics and the math simultaneously, so students aren't left wondering where a derivation came from.

A dual BS in physics and math from Yale means Anthony didn't just take college physics — he took the honors sequence and then kept going through differential equations, multivariable calculus, and upper-division mechanics. His PhD work in economics at Yale still draws on that training daily, since building economic models requires the same setup-and-solve discipline as a multi-step Newton's law problem. Rated 5.0 by students.