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Find the Best Online Mechanical Engineering Tutors & Teachers for Private Lessons

For over a decade, our private Mechanical Engineering tutors have been helping learners improve and fulfil their ambitions. With one-on-one lessons online, you’ll enjoy high-quality, personalised teaching that’s tailored to your goals, availability, and learning style.

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253 online mechanical engineering teachers

Trusted teacher: Associate Professor and Doctor of Mechanical Engineering – Recognized academic expertise, combining scientific rigor and pedagogical excellence. Private tutor for 10 years – A decade of experience in personalized support and student success. I do not charge for extra time – My commitment is total: the time needed to understand and master the concepts is included. Passionate and patient teaching – I teach with kindness, adapting to each individual's pace to transmit knowledge and methods in a lasting way. Project and internship support – Structured guidance to enhance your work and strengthen your academic and professional record. Sliding scale pricing based on the number of hours – A fair formula that rewards long-term investment. I offer private online tutoring adapted to all levels of higher education: 🟥 Engineering Cycle • 🟥 Master's Degree • 🟥 Bachelor's Degree • 🟥 Preparatory Classes for the Grandes Écoles 🟥 Integrated preparatory courses • 🟥 DUT • 🟥 BTS • 🟥 Post-bac. Which aim to: 🟡 Achieve excellent grades with guaranteed results thanks to a proven method. 🟡 Reinforcing fundamental concepts and acquiring practical tips. 🟡 Complete preparation for tutorials, homework, tests, exams and national competitions. 🟡 Specialized support for academic and industrial projects 🟢 Working method: an effective 3-step method course review and summary • drafting a complete summary sheet · focus on important elements, key formulas and tips • Fast and efficient revision support progressive training • Typical exercises and direct application • problems of in-depth study · complex synthesis exercises optimal preparation • Specific methods for each type of assessment • Strategies for tests, exams and competitions • simulations of tests under real-world conditions I use remote platforms such as: Zoom, Teams, Google Meet... I use a graphics tablet as a tool. Among the courses I teach: 🟢 Solid mechanics; 🟢 The mechanics of the point; 🟢 Strength of materials (SOM); 🟢 Continuum mechanics (CM); 🟢 Elasticity; 🟢 Structural calculations using finite element (FE); 🟢 Reinforced concrete structural calculations; 🟢 The vibration continues; 🟢 Fluid mechanics; 🟢 Hydraulics; 🟢 Thermodynamics; 🟢 Heat transfer; 🟢 Industrial design; 🟢 Aeronautics; 🟢 Machine components; 🟢 The materials; 🟢 Metallurgy; 🟢 Mechanical manufacturing processes; 🟢 Metrology; 🟢 Servomechanisms and regulation. I offer continuing education courses or industrial projects to be carried out using modeling and numerical simulation software, CAM and CAD: 🟢 Ansys; 🟢 Abaqus; 🟢 Catia; 🟢 SolidWorks
Mechanical engineering · Industrial engineering
Trusted teacher: As an Associate Professor of Industrial Engineering (CPGE), a State Engineer in Mechanical Engineering and a Doctor (PhD), I offer private mechanics lessons all year round, remotely or at home, for pupils and students. For who ? Objective of excellence (improvement, ranking, selective applications). Refresher courses in case of gaps or weak foundations. Consolidation of fundamentals and mastery of useful techniques throughout the course. Targeted preparation for tests, exams and oral presentations. CPGE competitive entrance exams: CCINP, Centrale, Mines-Ponts, MP, PSI, TSI streams. Technological Baccalaureate: STM, STE, SMB (refresher and intensive training). Project support (final year project, TIPE, mini-projects). Revision/preparation: review the essentials of the past year and get ahead. Subjects taught Solid mechanics: kinematics, statics, dynamics, energy (and kinetics). Strength of materials & vibration; elasticity; fracture mechanics. Mechanism theory. Mechanical engineering & mechanical manufacturing (processes, tolerances, metrology). Materials: mechanical characterization; equilibrium diagrams (binary, Fe-C). Thermal and thermochemical treatments. MMC (continuous media): modelling and calculations. CAD/Design: CATIA, SolidWorks. NDT/NDT: principles and applications (basics). Terms and conditions Format: individual or small groups. Location: online (interactive whiteboard, screen sharing, files) or at home. Method: initial diagnosis, personalized work plan, progressive exercises, exam-style questions, annotated corrections, regular assessments. Materials: summary sheets, roadmaps, bibliographies, corrected exercises. Targeted results Solid foundations, operational methods, autonomy and sustainable performance. Effective preparation for assessments and competitions, increased confidence and speed.
Mechanical engineering · Structural engineering · Industrial engineering
Lesson: This course is a cornerstone for any student aspiring to excel in scientific and technological fields. The lesson focuses on transitioning from traditional mathematics to the world of "instantaneous change" through the study of limits, derivatives, and their vital applications. In this course you will learn: • A deep understanding of Limits and Continuity. • Mastering the rules of differentiation for various functions (trigonometric, exponential, and logarithmic functions). • Applying differentiation to solve real-world problems such as finding maximum, minimum, and time-related rates. • A preliminary introduction to the concept of integration and spaces. This content is designed to be a practical and comprehensive guide to help you excel academically and pass exams with high efficiency. ): Calculus I serves as the bridge between school mathematics and advanced university science. This course is specifically designed to enable students to understand the "language of movement and change" that governs our world, and it is a fundamental and essential requirement for engineering, artificial intelligence, and science students at top universities nationwide. What will the student learn on this academic journey? • The philosophy of limits and continuity: We will break the barrier of fear of limits, to learn how to predict the behavior of functions at critical points and how to determine the continuity of curves, which is a vital basis for understanding the stability of geometric systems. • The Art of Derivative: The student will practice extracting the instantaneous rate of change using advanced differentiation rules (Product, Quotient, and Chain Rules), with a strong focus on trigonometric and logarithmic functions that appear frequently in EmSAT exams. • Real-world applications (Optimization): We will not be satisfied with paper-based solutions, but will learn how to use differentiation to find optimal solutions (maximum and minimum values), such as determining the shortest path or achieving the highest technical efficiency at the lowest possible cost. • Introduction to Integration: We will lay the foundation for the science of integration by understanding the inverse relationship between differential and integral calculus, which will fully prepare the student for the Calculus 2 course. Why choose this lesson? We don't just solve equations; we aim to build an "analytical mindset." This approach simplifies complex concepts, connects them to practical realities, and equips students with smart strategies for tackling the most frequently asked exam questions in UAE university curricula, ensuring not just success, but excellence and an A grade. Additional information for the student (more detailed): • Prerequisites: The student should preferably have a good understanding of the basics of algebra and the ability to solve equations and inequalities. • Required tools: A scientific calculator (preferably advanced models such as those allowed in EMAST), and a graph book to track the behavior of the curves. • Session approach: We follow a strict and organized system of explanation based on progression from easy to difficult, while providing training examples that simulate actual final exams.
Engineering · Mechanical engineering · Math
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Only reviews of students are published and they are guaranteed by Apprentus. Rated 4.8 out of 5 based on 8 reviews.

Mechanics, fluid mechanics differential equations
Süleyman
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Great teacher, helped me to understand fluid mechanics!
Review by SIMON
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