Engineering Dynamics Tutor

Does the word “Dynamics” make you anxious about unknown forces and complex motions?

You’re not alone! Many students find Engineering Dynamics (Mechanics 2) one of the toughest courses in mechanical or aerospace engineering. But fear not—our online dynamics tutoring platform offers tailored sessions to demystify advanced concepts, prep you for tough exams, and even tackle urgent homework needs. Whether you’re dealing with rotating frames, collisions, or something else entirely, our expert tutors from My Engineering Buddy (MEB) stand ready to elevate your learning and confidence.

Welcome to the Online Tutoring Hub for Engineering Dynamics (Mechanics 2)!

• Virtual private sessions for deeper learning
• Flexible scheduling to accommodate your busy life
• Expert solutions for real-world engineering problems

Ready to see how you can excel in your academic program and career? Keep reading.

What Is Engineering Dynamics?

Engineering Dynamics, or Mechanics 2, focuses on the motion and equilibrium of particles and rigid bodies under applied forces. Building on Mechanics 1 (Statics) and Physics‑1, it forms a crucial foundation for advanced mechanical design, vibrations, aerospace, automotive, and even robotics. For more in‑depth theory, see the Wikipedia article on Dynamics (mechanics).

• Requires understanding of forces and motion
• Integral to mechanical engineering, aerospace, and marine engineering
• Develops problem-solving and conceptual skills for real‑world applications

Best Dynamics Books for Reference

• Engineering Mechanics: Dynamics by R.C. Hibbeler
• Vector Mechanics for Engineers by Ferdinand P. Beer
• Engineering Mechanics: Dynamics, SI Edition by Andrew Pytel

At My Engineering Buddy, our tutors often reference these to align with your coursework or exam needs.

Our Expertise in Online Dynamics Lessons

With nearly 15 years of experience delivering online tutoring and homework help, we:

• Offer a strict quality control process to maintain a top tutor pool
• Manually review sessions for quality
• Consider student feedback crucial in ranking our tutors

Why My Engineering Buddy

1. Virtual Sessions Anywhere: All you need is a laptop or tablet plus stable internet.
2. Topic Flexibility: Whether it’s advanced rigid-body kinetics or multi-degree-of-freedom vibrations, choose your focus.
3. Unlimited Q&A: No time constraints—spend as much time as needed on a concept.

Why Personalized Online Dynamics Tutoring Works

• High Difficulty Level: Many find dynamics more challenging than statics, so a custom approach prevents you from falling behind.
• Boost Confidence: Tackle quizzes and final exams with thorough conceptual mastery and problem-solving practice.
• Career Advantage: Mastery of fundamental mechanics sets you apart for research projects, advanced design courses, or job interviews.

Ready to secure top grades and a strong foundation? Let’s get started.

When to Get Support

• Gives you a head start in the subject
• Ensures you won’t lag during class
• Helps you develop a robust base of conceptual learning from day one

Take control of your academic success before it’s too late!

Our Global Reach

Students from top universities—Johns Hopkins, Georgia Tech, Rochester, Kuwait University—have benefitted from our dynamic tutoring approach. Whether you’re in the USA, Middle East, Europe, or Asia, we’re a message away.

Performance Outcomes

• Improved exam scores
• More accurate problem-solving
• Greater confidence in advanced engineering courses

Additional Support: Homework, Labs, Projects

• Lab assessments, project reports, and written assignments
• 24/7 homework help to keep you on track
• Solutions to urgent queries so you can focus on your broader academic goals

Prerequisites for Dynamics

• Fundamental differential and integral calculus (Khan Academy Calculus 1)
• Familiarity with Statics (Engineering Mechanics 1)
• Ability to draw free body diagrams (Free-body diagram) and compute moments of inertia

How to Learn Dynamics Online

Click here for a free online course by MIT on Dynamics (opens in a new tab)

We also recommend the Coursera Engineering Mechanics: Dynamics specialization for structured learning.

How to Learn Engineering Dynamics (Tips & Tricks)

A deeper extension of Physics 1 to motion in 2D/3D with advanced calculations for forces, inertias, and accelerations.

Is Engineering Dynamics Hard?

Yes, it’s often dreaded because it involves additional forces, advanced integrals, and complex kinematics. But with consistent practice and the right tutor, you can excel.

Preparing for Dynamics

• Revise Physics & Calculus
• Choose a Good Textbook (like Beer/Johnston or Hibbeler)

Study Plan

• Study in sequence with your professor’s notes
• Read topics in advance to stay ahead

Daily Routine

• Dedicate consistent study blocks (e.g., 2 hours per day)
• Remove phone & social media distractions

SMART Methodology for Problem-Solving in Engineering Dynamics

1. Strategy: Identify which laws or equations might apply; plan your approach.
2. Modeling: Define the system, draw free body diagrams, specify knowns/unknowns.
3. Analysis: Apply equations (F=ma, energy/momentum methods), do calculations.
4. Reflect & Think: Check if your result is feasible (units, magnitude). Adjust if needed.

(Concept Credit: Vector Mechanics for Engineers—Beer & Johnston)

Engineering Dynamics Topics Overview

• Kinematics of particles (motion, constant/variable acceleration, rectangular & polar axes)
• Kinetics of particles (Newton’s 2nd law, momentum, energy)
• Rigid Body Kinematics (translation, rotation, plane motion)
• Rigid Body Kinetics (forces, acceleration, plane motion constraints)
• Mechanical Vibrations (basic free/forced vibrations, damping)

Next Steps: Learn systematically with the SMART approach—and let MEB guide you every step of the way.

Tapping Competitor Insights for Enhanced Learning

• Instant Access & Scheduling: Like competitor platforms, we ensure easy booking for quick, short sessions or full semester support.
• Holistic Approach: Similar to leading services’ emphasis on general skill improvement, we cultivate better study habits and conceptual thinking.
• Advanced Levels: We handle deeper 3D rotation, gyroscopic motions, or multi-degree-of-freedom vibrations for specialized courses.

Ready to elevate your engineering mechanics journey? Contact us now and unlock your potential in Dynamics.

How to learn Engineering Dynamics? In this section, we will discuss the strategies useful in learning it.

Engineering Dynamics is also called Engineering mechanics 2 or simply mechanics 2. As the name suggests, it is a study of moving things and not stationary.

So what exactly is the difference between the study of moving things and stationary things? Well, movement of any sort is usually not at a constant velocity, and we know that changing it induces acceleration. As per Newton’s second law of motion, F=ma, a force is generated due to acceleration. It complicates the situation, so dealing with Dynamic Systems is much more complicated than dealing with Static Systems. (We study Static Systems in Engineering Mechanics 1 or Statics course.)

Is Engineering Dynamics hard?

Yes. Studying engineering dynamics is much more challenging than engineering statics because to solve a dynamics problem, you need to include extra forces. More the number of forces, the more complicated it becomes.

Before you start learning engineering dynamics

Revise Physics and calculus:

You must have studied Physics with calculus before you can learn dynamics. In fact, engineering dynamics is just an extension of Physics 1. There are hardly any new concepts, but the application is so vast that students often struggle with it a lot.

So we suggest you revise physics and calculus concepts again before you start to learn engineering dynamics.

Chose a good textbook:

If you choose a terrible book, you will not learn well. We suggest vector mechanics for engineers: Statics and Dynamics by Beer, Johnston. A similar book by RC Hibbeler is also quite good.

Once you have done the above two steps, it is time for the actual study. To make your study more productive, you can follow these tips:

Make a study plan:

Following your professor’s class notes and the prescribed textbook is best. Study in the same sequence your professor is teaching you. Always read one chapter in advance to never lag in the lectures. This way, your understanding will be better in the live classes, and you will even participate in the discussions. You will start loving the lessons, and learning will not burden you.

Follow a routine:

Just attending the lectures and participating in the class discussions is not enough. You need to do self-study too, and for this, you need to follow a routine. You can devote 2 hours per day (say) from 7 PM-9 PM, 5 days a week for dynamics. Studying the same subject at the same time helps you focus better.

Studying a little every day is far better than doing a lot of it just once a week. Consistency in the study is vital. Skipping a few days is okay as long as you study most days.

Remove distractions:

Your mobile phone is a source of enormous distraction. Notifications of your friend’s messages, spam emails, marketing calls, Facebook updates, Instagram alerts, YouTube videos, etc., are things that are not going to help you in your life. You must devote 100% of your time to studying only; otherwise, it will not be very productive.

Your study space should not have noise from outside, and your family or friends should not be disturbing you by any means. Closing the door of your study room is a great option to filter out outside noise.

You can also do yoga and meditation to calm your mind.

No multitasking:

Focus on one thing at a time. For example, listening to music and studying may sound very interesting, but it does not help you learn dynamics. Listening to music while doing a routine job is okay, but when you are learning something complex like Dynamics, then it is a distraction rather than any help.

How to solve problems in Engineering Dynamics?

Dynamics is not an easy subject, in fact its one of the most dreaded subject and it is not uncommon to see many students repeating this course many times. In this blog post we will explain how to use SMART methodology to solve engineering dynamics problems.

What is SMART methodology?

The SMART methodology is a method of solving problems using the 4 step approach: S= Strategy, M=Modeling, A=Analysis, RT= Reflect & Think.

So, How to solve problems in engineering dynamics (using SMART methodology?)

Step 1. Strategy

Before we start solving a problem, we need to have a strategy. At this stage, we read the problem, and based on the quantities given and quantities to be found, we think of the concepts that we can apply to solve the problem. We first correlate the given problem to a real-life situation as with any science problem.

We can work backward also at this stage, by which we mean- if we have to find “A” and A depends on B, C, D., but C is also unknown. C depends on B, E, F, where B, E, F are known. So we can find C first. And once we find C, we can find A. We call it working backward.

For example, if the question asks us to find the speed of the bullet after piercing a hanging mass, then we think of the equation that we can use to find it. If that equation contains an unknown other than the speed of the bullet, then we need to find that unknown first, and then only we can calculate the speed of the bullet.

Step2. Modeling

Once you read and understand the problem and have a strategy in place, it is time to act. The first step is to define a system where we set things that we need to include and things that we need to exclude. Then we draw a model of the given system. If there are forces involved, draw FBDs(Free Body Diagrams). You can also write down the known and unknown quantities if it helps you visualize the problem better.

Step3. Analysis

It is the actual problem-solving step. Here we use the fundamental principles of mechanics to write equations of motion (or rest) for each body identified in the System. If we do not get enough equations to solve the unknowns, we check the System and see if we can include more bodies that we can fit in the System and get more unique equations.

If it does not work, check if there are more fundamental principles that we can apply and if the chosen System is correct. Sometimes, we need to change our strategy altogether and start afresh (i.e., start again from step 1=strategy).

If everything is correct, you just need to do the calculations (for numerical problems). We can either do everything on paper or use a calculator/computer to find the final answer.

Step4. Reflect & Think

Solving a problem is not the end of the world, and our job does not finish at step 3. We need to check if the result/answer is valid and looks plausible. For example, if you throw a ball with a speed of 10 m/s, you can not expect it to go 10 km far. If you get an answer that does not make any sense, reflect on it and think if there are things that you need to change.

If the answer to a displacement problem comes negative x, it means the distance is x, but it is in the opposite direction of the positive axis defined.

Checking the consistency of the units is also a very effective method. We can not get 10 meters for a problem that asks for the time period. This concludes-How to solve problems in engineering dynamics using SMART methodology.

(Concept Credit: Vector Mechanics for Engineers- Statics and Dynamics by Beer, Johnston. Published by McGraw-Hill Education)

Engineering Dynamics Topics in details

Engineering dynamics (mechanics 2) has several topics that we need to learn. We can divide it into the following parts.

Learn Kinematics of particles

Kinematics is the study of motion without going into the cause of it. In comparison, particles mean a body with non-zero mass but zero (almost insignificant) size. This chapter does not deal with forces, and it only talks about point objects.

Here we start with the motion of a particle having constant acceleration and in a straight line. Then we learn how to solve problems where acceleration is variable, and we can no longer use the simple kinematics equations. As a result, we need to start using basic calculus to deal with such problems. Then we learn how to deal with curvilinear motion where the particle no longer moves in perfectly straight lines. We also study rectangular and non-rectangular axes systems.

To do well in this chapter, you must draw a clear diagram that helps visualize the problem. Also, you must learn SMART methodology for solving problems in engineering dynamics.

Learn Kinetics of particles-Newton’s second law

Kinetics refers to the study of motion and its causes (forces). In the previous chapter, we did not cover the cause of the motion (external and internal force). But, this chapter studies Newton’s second law of motion viz F=m*a. This equation comes from Newton’s second law, which effectively connects motion ( acceleration) with the cause of the motion (force). It is a critical equation and one of the most important in entire mechanics. The concept of linear momentum, angular momentum, and central force motion is introduced, and several problems are given for practice.

Learn Kinetics of particles-Energy & momentum methods

The concept of work, energy, impulse, and momentum is introduced with two powerful tools, namely “conservation of energy” and “conservation of momentum.” We can solve almost any mechanics problem using the force method (F=ma), but energy and momentum conservation theorems make the solution extremely easy in many cases. So we must learn how to solve dynamics problems using these two conservation methods. This chapter also studies “impacts” or collisions that primarily use the conservation of momentum method.

Learn System of particles

There is nothing called a point object or particle in the real world. Everything has non-zero size, and we must learn how to solve problems where we can no longer ignore the size of the body. Luckily, the concepts that we have studied for point objects can also be extended to a system of particles. In this chapter, we learn how to Modify the existing laws and equations for point particles to a system of particles.

Learn Kinematics of rigid bodies

The equations that we developed and learned in the previous chapter for a system of particles are hard to use in complicated real-life situations. Luckily, we can assume a vast majority of bodies as rigid bodies where the relative position of particles does not change.

We start with a rigid body’s translation and fixed axis rotation and move on to general plane motion. We begin with velocity analysis using vectors which is relatively more straightforward. A simpler graphical velocity analysis method also exists, called “Instantaneous center of rotation” (a similar approach for acceleration analysis does not exist). We then move on to acceleration analysis which is slightly more complex. We then learn about the “rotating axis,” which is extremely difficult for the students. The motion of rigid bodies in space is even more complex, and any engineering colleges in the USA hardly teach it. However, few universities in the USA, Kuwait, UAE, Jordan, and Saudi Arabia cover this topic. In the UK, though, they usually teach every topic, and nothing is optional.

Learn Plane motion of rigid bodies: Forces and acceleration

Here we learn the Kinetics of Rigid bodies and constrained plane motion.

Learn Plane motion of rigid bodies: Energy and momentum methods

Here we learn about energy and momentum methods for rigid bodies, and as an application, we study “eccentric impacts.”

Learn Kinetics of rigid bodies in three dimensions

This chapter applies the concepts learned so far in 3-dimensional problems. We study the Motion of “Gyroscope” as an application.

Learn Mechanical vibrations (Basic)

We learn about SHM (Simple Harmonic Motion) without any damping and then move on to the more complex-Free, Forced, and damped vibrations. We study only the basics here as vibrations are quite an advanced subject in itself. Hence, a more detailed course on vibrations is there for mechanical engineers, which they cover in the whole semester.

(Chapters are taken from Vector Mechanics for Engineers- Statics and Dynamics by Beer, Johnston. Published by McGraw-Hill Education. View source.)

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