Mostafa H. Profile | Freelancer

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$10 USD / tunti

Maan EGYPT lippu

ezbet el nakhl,

$10 USD / tunti

Aika on tällä hetkellä 7:13 ap. täällä

Liittynyt elokuuta 6, 2014

1 Recommendation

Mostafa H.

@Mostafahasan

5,0

(51 arvostelua)

5,3

5,3

100%

100%

$10 USD / tunti

Maan EGYPT lippu

ezbet el nakhl,

$10 USD / tunti

100 %

Suoritetut työt

100 %

Budjetin mukaisesti

95 %

Aikataulussa

21 %

Uudelleenpalkkausaste

Aerospace engineer

Hi, I am an aerospace engineer with perfect experience in the following fields: - Programming and software (C,Python,Matlab). - CAD software (SolidWorks, NX). - Machine learning and neural networks(Experience with Keras and Tensorflow). - Embedded Systems (AVR micro controllers). - Control theory and dynamics. - Aerodynamics. - Structure.

Katso kaikki Software Architecture Developers paikassa Egypt

Ota yhteyttä käyttäjään Mostafa H. työhösi liittyen

Kirjaudu sisään keskustellaksesi yksityiskohdista chatissa.

Portfolio

Solving 2D heat equation with time numerically (Heat generated in non-symmetrical H shaped cross section of a wire by electricity ) using FTCS scheme.
Notes:
-- First 4 images represent problem with initial conditions of 100 degrees over all the grid and boundary conditions of 0 degree at the boundaries.
-- Images from 5 to 9 represent different problem with different H shape where ICs that temperature depends on x,y positions linearly with same BCs.

Solving 2D heat equation with time numerically

Solving 2D heat equation with time numerically (Heat generated in non-symmetrical H shaped cross section of a wire by electricity ) using FTCS scheme.
Notes:
-- First 4 images represent problem with initial conditions of 100 degrees over all the grid and boundary conditions of 0 degree at the boundaries.
-- Images from 5 to 9 represent different problem with different H shape where ICs that temperature depends on x,y positions linearly with same BCs.

Solving 2D heat equation with time numerically

Solving 2D heat equation with time numerically (Heat generated in non-symmetrical H shaped cross section of a wire by electricity ) using FTCS scheme.
Notes:
-- First 4 images represent problem with initial conditions of 100 degrees over all the grid and boundary conditions of 0 degree at the boundaries.
-- Images from 5 to 9 represent different problem with different H shape where ICs that temperature depends on x,y positions linearly with same BCs.

Solving 2D heat equation with time numerically

Solving 2D heat equation with time numerically (Heat generated in non-symmetrical H shaped cross section of a wire by electricity ) using FTCS scheme.
Notes:
-- First 4 images represent problem with initial conditions of 100 degrees over all the grid and boundary conditions of 0 degree at the boundaries.
-- Images from 5 to 9 represent different problem with different H shape where ICs that temperature depends on x,y positions linearly with same BCs.

Solving 2D heat equation with time numerically

Solving 2D heat equation with time numerically (Heat generated in non-symmetrical H shaped cross section of a wire by electricity ) using FTCS scheme.
Notes:
-- First 4 images represent problem with initial conditions of 100 degrees over all the grid and boundary conditions of 0 degree at the boundaries.
-- Images from 5 to 9 represent different problem with different H shape where ICs that temperature depends on x,y positions linearly with same BCs.

Solving 2D heat equation with time numerically

Solving 2D heat equation with time numerically (Heat generated in non-symmetrical H shaped cross section of a wire by electricity ) using FTCS scheme.
Notes:
-- First 4 images represent problem with initial conditions of 100 degrees over all the grid and boundary conditions of 0 degree at the boundaries.
-- Images from 5 to 9 represent different problem with different H shape where ICs that temperature depends on x,y positions linearly with same BCs.

Solving 2D heat equation with time numerically

Solving 2D heat equation with time numerically (Heat generated in non-symmetrical H shaped cross section of a wire by electricity ) using FTCS scheme.
Notes:
-- First 4 images represent problem with initial conditions of 100 degrees over all the grid and boundary conditions of 0 degree at the boundaries.
-- Images from 5 to 9 represent different problem with different H shape where ICs that temperature depends on x,y positions linearly with same BCs.

Solving 2D heat equation with time numerically

Solving 2D heat equation with time numerically (Heat generated in non-symmetrical H shaped cross section of a wire by electricity ) using FTCS scheme.
Notes:
-- First 4 images represent problem with initial conditions of 100 degrees over all the grid and boundary conditions of 0 degree at the boundaries.
-- Images from 5 to 9 represent different problem with different H shape where ICs that temperature depends on x,y positions linearly with same BCs.

Solving 2D heat equation with time numerically

Solving 2D heat equation with time numerically (Heat generated in non-symmetrical H shaped cross section of a wire by electricity ) using FTCS scheme.
Notes:
-- First 4 images represent problem with initial conditions of 100 degrees over all the grid and boundary conditions of 0 degree at the boundaries.
-- Images from 5 to 9 represent different problem with different H shape where ICs that temperature depends on x,y positions linearly with same BCs.

Solving 2D heat equation with time numerically

K-STYLE ULTRA CFC KIT

SIGMA DRILLING TECHNOLOGIES

K-STYLE ULTRA CFC KIT

SIGMA DRILLING TECHNOLOGIES

K-STYLE ULTRA CFC KIT

SIGMA DRILLING TECHNOLOGIES

K-STYLE ULTRA CFC KIT

SIGMA DRILLING TECHNOLOGIES

K-STYLE ULTRA CFC KIT

SIGMA DRILLING TECHNOLOGIES

K-STYLE ULTRA CFC KIT

SIGMA DRILLING TECHNOLOGIES

1505954

simulink model of my Quadrotor project.

Solving 2D heat equation with time numerically (Heat generated in non-symmetrical H shaped cross section of a wire by electricity ) using FTCS scheme.
Notes:
-- First 4 images represent problem with initial conditions of 100 degrees over all the grid and boundary conditions of 0 degree at the boundaries.
-- Images from 5 to 9 represent different problem with different H shape where ICs that temperature depends on x,y positions linearly with same BCs.

Solving 2D heat equation with time numerically

Solving 2D heat equation with time numerically (Heat generated in non-symmetrical H shaped cross section of a wire by electricity ) using FTCS scheme.
Notes:
-- First 4 images represent problem with initial conditions of 100 degrees over all the grid and boundary conditions of 0 degree at the boundaries.
-- Images from 5 to 9 represent different problem with different H shape where ICs that temperature depends on x,y positions linearly with same BCs.

Solving 2D heat equation with time numerically

Solving 2D heat equation with time numerically (Heat generated in non-symmetrical H shaped cross section of a wire by electricity ) using FTCS scheme.
Notes:
-- First 4 images represent problem with initial conditions of 100 degrees over all the grid and boundary conditions of 0 degree at the boundaries.
-- Images from 5 to 9 represent different problem with different H shape where ICs that temperature depends on x,y positions linearly with same BCs.

Solving 2D heat equation with time numerically

Solving 2D heat equation with time numerically (Heat generated in non-symmetrical H shaped cross section of a wire by electricity ) using FTCS scheme.
Notes:
-- First 4 images represent problem with initial conditions of 100 degrees over all the grid and boundary conditions of 0 degree at the boundaries.
-- Images from 5 to 9 represent different problem with different H shape where ICs that temperature depends on x,y positions linearly with same BCs.

Solving 2D heat equation with time numerically

Solving 2D heat equation with time numerically (Heat generated in non-symmetrical H shaped cross section of a wire by electricity ) using FTCS scheme.
Notes:
-- First 4 images represent problem with initial conditions of 100 degrees over all the grid and boundary conditions of 0 degree at the boundaries.
-- Images from 5 to 9 represent different problem with different H shape where ICs that temperature depends on x,y positions linearly with same BCs.

Solving 2D heat equation with time numerically

Solving 2D heat equation with time numerically (Heat generated in non-symmetrical H shaped cross section of a wire by electricity ) using FTCS scheme.
Notes:
-- First 4 images represent problem with initial conditions of 100 degrees over all the grid and boundary conditions of 0 degree at the boundaries.
-- Images from 5 to 9 represent different problem with different H shape where ICs that temperature depends on x,y positions linearly with same BCs.

Solving 2D heat equation with time numerically

Solving 2D heat equation with time numerically (Heat generated in non-symmetrical H shaped cross section of a wire by electricity ) using FTCS scheme.
Notes:
-- First 4 images represent problem with initial conditions of 100 degrees over all the grid and boundary conditions of 0 degree at the boundaries.
-- Images from 5 to 9 represent different problem with different H shape where ICs that temperature depends on x,y positions linearly with same BCs.

Solving 2D heat equation with time numerically

Solving 2D heat equation with time numerically (Heat generated in non-symmetrical H shaped cross section of a wire by electricity ) using FTCS scheme.
Notes:
-- First 4 images represent problem with initial conditions of 100 degrees over all the grid and boundary conditions of 0 degree at the boundaries.
-- Images from 5 to 9 represent different problem with different H shape where ICs that temperature depends on x,y positions linearly with same BCs.

Solving 2D heat equation with time numerically

Solving 2D heat equation with time numerically (Heat generated in non-symmetrical H shaped cross section of a wire by electricity ) using FTCS scheme.
Notes:
-- First 4 images represent problem with initial conditions of 100 degrees over all the grid and boundary conditions of 0 degree at the boundaries.
-- Images from 5 to 9 represent different problem with different H shape where ICs that temperature depends on x,y positions linearly with same BCs.

Solving 2D heat equation with time numerically

K-STYLE ULTRA CFC KIT

SIGMA DRILLING TECHNOLOGIES

K-STYLE ULTRA CFC KIT

SIGMA DRILLING TECHNOLOGIES

K-STYLE ULTRA CFC KIT

SIGMA DRILLING TECHNOLOGIES

K-STYLE ULTRA CFC KIT

SIGMA DRILLING TECHNOLOGIES

K-STYLE ULTRA CFC KIT

SIGMA DRILLING TECHNOLOGIES

K-STYLE ULTRA CFC KIT

SIGMA DRILLING TECHNOLOGIES

1505954

simulink model of my Quadrotor project.

Arvostelut

Muutokset tallennettu

Näytetään 1 - 5 / 50+ arvostelua

Suodata arvosteluja:

4,0

$30,00 USD

principle component analysis 1

Mostafa is very professional

Statistical Analysis

M

Ahmad M.

@Mika1990

•

6 vuotta sitten

5,0

$60,00 USD

simple Matlab/Mathcad coding

great!

Matlab and Mathematica

Electrical Engineering

R

Romany F.

@romany2611

•

6 vuotta sitten

5,0

$66,00 USD

Good Work! Will hire again

Matlab and Mathematica

Mechanical Engineering

Aeronautical Engineering

Aerospace Engineering

M

Closed User

@manojraochikyala

•

7 vuotta sitten

5,0

$50,00 AUD

Simulink Control systems

Will hire again!!

Matlab and Mathematica

Mechanical Engineering

Electrical Engineering

D

Closed User

@Digitasolutions

•

7 vuotta sitten

5,0

$650,00 USD

Project for Mostafahasan -- 7

The man is a machine. Easy to work with. He is my go to and I highly recommend him.

Matlab and Mathematica

Aeronautical Engineering

+1 enemmän

Justin M.

@Justinpmanley

•

8 vuotta sitten

Kokemus

Petroleum Air service (PAS) Company

elok. 2013 - syysk. 2013 (1 , 1 )

Koulutus

Bachelor of Aerospace Engineering

Cairo University,

Egypt

2010 - 2014

(4 vuotta)

Pätevyydet

Petroleum Air service (PAS) Company

2013

I get this certificate after i completed 1 month of training on jet engines maintenance.

Arab Organization for Industrialization

2012

I get this certificate after i completed 1 month of training on jet engines maintenance.

Julkaisut

Design and implementation of semi- autonomous Quadrotor

Cairo university

This is my graduation project PDF document . It includes all details about Quadrotor concerning Design , structure, control etc...

Ota yhteyttä käyttäjään Mostafa H. työhösi liittyen

Kirjaudu sisään keskustellaksesi yksityiskohdista chatissa.

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US English 1

90%

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83%

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Software Architecture

3

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