Numerical Technique Laboratory: EEE 212

EEE 212: Level 2, Term 2. Section: C1, C2.

(Semester: February 2013; April 2012)

Quick Links and Downloads:

Download lab manuals: Download PDF

Lab report marks (section C1): Here

Lab report marks (section C2): Download PDF

Project description and submission deadline have been uploaded (Section C1): Here

Study Materials:

Newton's interpolation method: Download PDF (External link)

Hermite interpolation method: Download PDF (External link)

Bézier curve fitting method: D ownload PDF 1 D ownload PDF 2 (External links)

Matrix inversion methods: D ownload PDF 1 D ownload PDF 2 D ownload PDF 2 (External links)

Numerical differentiation using Richardson's extrapolation: Download PDF (External link)

Numerical integration using Gaussian quadrature: Download PDF (External link)

Numerical double integration: Download PDF (External link)

Numerical solution of second order differential equations: D ownload PDF 1 D ownload PDF 2 (External links)

Thomas algorithm for solving tridiagonal matrices: D ownload PDF 1 D ownload PDF 2 (External links)

Lab Report format (Semester July, 2014):

Lab reports must be submitted in pdf format to both course teachers. Students are requested use my gmail account only. The subject of the email and the name of the pdf file should be same.

Use the format: B2_212_E##_1106###

Report work for Interpolation Experiment:

Explain the algorithm of Newton's interpolation. For the following data points, use Newton's interpolation to generate a smooth curve: (-1, 2), (0, 1), (1,-2), (2, 3), (3, 6). Show the figures. Include the code in your report as well.

Do not send the code only. Write a proper report with necessary description.

Submission deadline: Aug 21, 2014

Lab Report format (Semester February, 2013):

Lab reports must be submitted in pdf format to both course teachers. Students are requested use my gmail account only (check: Contact Information). The subject of the email and the name of the pdf file should be same.

For section C1 students: Use the format: C1_212_E##_1006###

For section C2 students: Use the format: C2_212_E##_1006###

Students must submit only the pdf file. The MATLAB codes should be inside the report.

The report should contain brief description of the algorithm and techniques used to solve the problem and sample output of the program. The figures from MATLAB should be exported in emf format.

Lab Report marks (Semester February, 2013):

Lab report marks (section C1) is available (Exp 1 to 9 updated): Here

Lab report marks (section C2) have been uploaded (Exp 1 & 2, 3, 5, 6, 7, 8, 9, 10): Download PDF

Project for Section C1 (Semester February, 2013):

Project description and submission deadline have been uploaded: Here

Project video submission guidelines have been uploaded: Here (Important)

Incredible People:

Georg Friedrich Bernhard Riemann (1826 – 1866)

“If only I had the theorems! Then I should find the proofs easily enough.”

Bernhard Riemann was one of the leading mathematicians of the nineteenth century. In his short career, he introduced ideas of fundamental importance in complex analysis, real analysis, differential geometry, number theory, and other subjects. His work in differential geometry provided the mathematical basis for the general theory of relativity. Riemann's name is associated with what is probably the most important unproved conjecture in present-day mathematics, the Riemann hypothesis. This is of fundamental importance for the distribution of prime numbers and encryption algorithms.

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Archive documents (Semester August, 2011):

Lab Project (Semester August, 2011):

Lab project for section A2 students have been uploaded: Download PDF

Note:

Students are instructed to upload the videos of the project (that have been received by the course teachers) in youtube. Students are instructed to fix all spelling mistakes (including incorrect spelling of names) before uploading the video. The name and the keywords of the video should include the following: Bangladesh University of Engineering and Technology, BUET, Department of Electrical and Electronic Engineering, EEE, Numerical Technique Laboratory, 09 batch, EEE 212, Matlab, Pattern recognition Algorithm, Character recognition etc.

After uploading the video in youtube, students are instructed to submit the link of the video in an email.

Lab Report format (Semester August, 2011):

For section B1 students: Use the format: EEE212_EXP##_ROLL0906###

For section A2 students: Use the format: A2_EEE212_EXP##_ROLL0906###

Section B1 students must submit the m files along with the pdf file report. The files should not be zipped.

Section A2 students must submit only the pdf file. The MATLAB codes should be inside the report.

The report should contain brief description of the algorithm and techniques used to solve the problem and sample output of the program. The figures from MATLAB should be exported in emf format.

Lab Report marks (Semester August, 2011):

Lab report marks (section B1) have been uploaded (Final): Download PDF

Lab report marks and project status (section A2) have been uploaded (Final): Download PDF

All report/project submission is closed now.

Homework Problems (Semester August, 2011):

Report work for Exp 1 and 2: Download PDF (For Section B1)

Report work for Exp 1 and 2: Download PDF (For Section A2)

Report work for Exp 3: Download PDF (For Section B1)

Report work for Exp 3: Download PDF (For Section A2)

Report work for Exp 4: Download PDF (For Section B1)

Report work for Exp 4: Download PDF (For Section A2)

Report work for Exp 5: Download PDF (For Section B1)

Report work for Exp 5: Download PDF (For Section A2)

Report work for Exp 6: Download PDF (For Section B1)

Report work for Exp 6: Download PDF (For Section A2)

Report work for Exp 7: Download PDF (For Section B1)

Report work for Exp 7: Download PDF (For Section A2)

Report work for Exp 8: Download PDF (For Section B1)

Report work for Exp 8: Download PDF (For Section A2)

Report work for Exp 9: Download PDF (For Section B1)

Report work for Exp 9: Download PDF (For Section A2)

Report work for Exp 10: Download PDF (For Section A2 and B1)

This page was last updated on Aug 18, 2014.