TechnoSoft Educational and Research Consultancy Ber Sarai, Delhi

  • Computational Fluid Dynamics (CFD) Training

    Computational Fluid Dynamics (CFD) Training

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    TRAINING PROGRAM COMPUTATIONAL FLUID DYNAMICS MODULE - 7 Course Content (40 Hours4 Weeks) 1. Computational Fluid Dynamics – Introduction 1.1. Computational Study vs. Experimental Study 1.2. Advantage and Disadvantages of CFD 1.3. Pre-processors 1.4. Solvers 1.5. Post-processors 2. Overview of CFD problem Problem description, Modelling, Meshing, Grid Independence Study, Solution accuracy, Computational time, Validation, Parametric Study, Result presentation and Conclusion. 3. Basics of Computational Fluid Dynamics (CFD) Introduction to Computational Fluid Dynamics (CFD), Continuity, momentum, and energy equations (Navier-Stokes equations), Introduction to Discretization Schemes, Introduction to grid generation, Structured and Unstructured Grids, Importance of coarse and fine grid in flow field, Types of boundary conditions, Internal and external flow, Steady and Unsteady simulations, Under-relaxation parameters, Residuals, Iterations. 4. Modelling and Grid Generation (Pre-Processor) 4.1. Introduction 4.2. Geometry Creation Modelling • Top-Down Approach • Bottom-Up Approach 4.3. GridMesh Generation • What is GridMesh? • Types of Grids Uniform Mesh, Non- Uniform Mesh, Structured Mesh and Unstructured Mesh • Terminology of Mesh Cell, Node, Cell Center, Edge, Face, Zone and Domain. • Cell Shapes • 2D Mesh – Triangle Mesh and Quadrilateral Mesh • 3D Mesh – Tetrahedron Mesh, Hexahedron Mesh and Prism Mesh • Generation of O-grid • Mesh Quality • Skewness • Tetra Mesh vs. Hexa Mesh • Mesh’s impact on Rate of Convergence 5. Solving a problem using CFD (Solver)* Application of Computational Fluid Dynamics (CFD) on some practical problems given below:- • 2D-inviscid, steady flow and forced convection over a flat plate. • 2D-viscous, steady flow over a flat plate. (Laminar and Turbulent boundary layer) • Flow between two parallel plates. (Parabolic flow profile) • Flow in a circular pipe using axis-symmetry boundary condition. • Flow over a 2D stationary cylinder. • Flow over a 2D airfoil to determine Lift and Drag coefficient. • Cooling of an electronic chip. • Application of heat flux, heat generation and constant temperature in a flow field. • Co-axial flow interaction. • Introduction to unsteady simulations, time-step size, iterations per step and number of steps • Unsteady flow over a 2D airfoil. • Flow in a 3D circular pipe. • Flow over a 3D stationary cylinder. 6. Post-Processor Result presentation, Contours, Iso-Sufaces, Cut planes, lateral, longitudinal, Streamlines, Plots and Conclusion. Note: Training Certificate will be provided to all participants.

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  • Robotics Training

    Robotics Training

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    TRAINING PROGRAM ROBOTICS MODULE - 4 Course Content (80 Hours/1 Month) 1. Roboics – Introduction 1.1. History 1.2. Robot Subsystems 1.3. Motion subsystem 1.4. Recognition subsystem 1.5. Control subsystem 2. Robot classifications 2.1 Robot Classification by Application 2.2 Robot Classification by Coordinate System 2.3 Robot Classification by Actuation System 2.4 Robot Classification by Control Method 2.5 Robot Classification by Programming Method 3. Types of Actuators and Sensors 4 . Transformations 4.1 Links and joints 4.2 Kinematic chain 4.3 Degree of Freedom 4.4 Pose of rigid body 4.5 Orientation of rigid body 4.6 Homogeneous transformation Soft- Verification 5. Denvit and Hartenberg (DH) Parameters Problem description, CAD Modelling, D-H parameter, Validation of end effector matrix, Result presentation and Conclusion. 6. Kinematics 6.1 Forward Kinematics of a Revolute-Prismatic Planar Arm 6.2 Forward Kinematics of a Three-link Planar Arm 6.3 Forward Kinematics of a SCARA Robot 6.4 Forward Kinematics of a PUMA Robot 6.5 Forward Kinematics of the Stanford Arm 7. Inverse Position Analysis 7.1 Inverse Kinematics of the Articulated Arm 8. Programmig Based Exercises 9.1 Homogeneous Transformation of the Spherical Arm 9.2 Find the overall transformation matrix for the SCARA robot 9.4 Express the Jacobian matrix for SCARA robot. 9.4 Find out at least one singular configuration for the SCARA robots 9.5 Verify the EE matrix of given robotic kit 9. Independent Project Note: Training certificate will be provided to all participants.

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  • structural analysis training

    structural analysis training

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  • Educational Services

    Educational Services

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About the Company

  • Primary Business Service Provider
  • Year of Establishment 2015
  • Ownership Type Partnership

Opening Hours

  • SUN : Closed
  • MON : 9:30 AM - 6:30 PM
  • TUE : 9:30 AM - 6:30 PM
  • WED : 9:30 AM - 6:30 PM
  • THU : 9:30 AM - 6:30 PM
  • FRI : 9:30 AM - 6:30 PM
  • SAT : 9:30 AM - 6:30 PM
Greetings from TechnoSoft Educational and Research Consultancy(TSERC). TSERC is a start-up venture powered by alumni of IIT Delhi, IIT Bombay and IIT Guwahati. TSERC team is a conglomerate of PhD holders having the research experience of international level. The work of our mentors has been recognized by President of India and Defense Minister. Our mentors are recipient of GYTI award and Raksha-Mantri Medal. Our mentor has rich experience in technology development for R&D organizations of India.
TSERC was founded with the objective of providing world class training/consultancy to the institutes, R&D labs and industry in the domain of CFD, Structural Analysis (FEA) and Robotics. Since the inception, TSERC emerged as a reliable consultancy firm to OEMs and academic institutes and added companies like Bentley, Adrotech Pvt. Ltd., Dangote Refineries in the customer list. We provided specialized training to the academic institutes like NIT Hamirpur, NIT Manipur, GJU S&T Hisar, SGSITS Indore.
We offer standard training program as well as tailor made training program to the industries and educational institutes. Our standard training program is especially designed by experts to build a base for B.Tech/M.Tech/PhD students to carry out research projects.
The objective of our training program is not to demonstrate any particular software. We usually demonstrate practical problems related to the engineering students. Software or programming languages are used as a tool to solve mathematical governing equations. Depending on the proficiency level of the students, we explains the physics of the problem and solution methodology rather than following black box approach.
Our consultancy work is totally aligned with the requirements of the customer. We extend our support to conceptualize the problem and to offer optimum solution of the problem within the specified time period.
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Contact Information

TechnoSoft Educational And Research Consultancy

  • Mr. Vidit Sharma
  • H no. 21, Ber Sarai, Delhi

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