CHE 236 NUMERICAL METHODS PROJECTS (GROUP B)
Numbers in brackets refer to pages in Fausette (2008). You are expected to get the assigned programs to work, write a report, prepare and orally present a
power point presentation about the topics given to you in class. You will be given about 20 minutes to describe and demonstrate your work on approximate
date specified in the list.
No
Roll
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
12290014
10290004
12290048
10290048
10290053
12290061
10290057
12290079
12290104
12290128
12290130
12290138
12290728
12290156
10290634
12290158
12290717
13290501
12290205
11290191
12290237
12290240
12290256
13290522
12290376
12290423
11290520
12290449
Name
Ekin Ece
Koray
Feray
Irmak İdil
Gülsinem
Tolga
Fatma
Ebru
Buket
Merve
Sedef
Gözde
Abdurrahim Sertan
Mehmet
Kıvanç
Ceren
Birsen
Feyza Hilal
Metehan
Mehmet Can
Merve Nur
Gülşah
Dilek
Onur
Melike
Emine Şimal
Elif Kübra
Selen Tuğçe
Surname
AKBULUT
AKCA
ATAGÜN
ATLIĞ
AYANOĞLU
AYAS
AYDIN
BAKIR
BİLGİÇ
CEBECİ
CENGİZ
ÇAKIR
ÇAYCI
ÇELİK
ÇEVİK
ÇİÇEKDAĞ
DEMİRCİOĞLU
DİLEK
DURUKAN
EROĞLU
EROĞLU
ERSAN
GENİŞ
KARA
KIRATLI
MİRZA
ÖVÜT
ÖZBAŞ
Projects
Bisection(50), Regula Falsi(55), Secant(58), gN, gNr, Muller(71)
Simple iteration,gps,gpl,gK,gNps,gC,gH,gO,gW,gA
Minimisation (76): Golden Section(77),Laguerre(82), Brent (fminbnd(79))
Bairstow(87), Matlab fzero, roots(81), Companion matrix(81), syms, solve
Gauss elimination (98), Gauss with row pivoting(107), Thomas(114)
Gauss-Jordan(112), G-J with row pivoting
LU by Gauss(138), Tridiagonal(137,140), pivoting(142,169), Matlab lu(171)
LU direct:Doolittle(147),Crout,Cholesky(148), transitions, Matlab chol(171)
Gauss with full pivoting, Gauss-Jordan with full pivoting
Cramer, Inverse(118), (119), rref(120), Cond.No.(121), rank, det,inv
Matlab eig(203),svd(202,203), solution of LES using biorthogonality
Iterative LES(213-231):Jacobi, Gauss-Seidel,S.O.R
conjugate gradient(232-239),Matlab pcg, minres, bicg, gmres, qmr
Simplex (240), iterative refinement (123)
Transformations(154-172): Householder, U. Hessenberg, triangular form
Transformations(154-172): QR factorisation, Matlab qr(172)
Eigenvalues&eigenvectors(179-204): Power(183-187)
Eigenvalues&eigenvectors(179-204): Shifted power(188-189)
Eigenvalues&eigenvectors(179-204): Inverse power(190-193)
Eigenvalues&eigenvectors(179-204): QR method(194-201)
NLES(251-268): N-R, Jacobi and Gauss-Seidel
NLES(251-268): Broyden, Broyden with Sherman-Morrison(260-261)
NLES(251-268): Steepest descent(264-265)
NLES(251-268):Quasi-Newton, Davidon-Fletcher-Powell(266-267)
NLES(251-268): Levenberg-Marquardt (268)
NLES(251-268): Nelder-Mead Simplex, Matlab fminsearch (269)
Interpolation(275-324):Lagrange(278-283)
Interpolation(275-324):Newton(284-293)
Date
21.04.2015
21.04.2015
21.04.2015
21.04.2015
21.04.2015
21.04.2015
28.04.2015
28.04.2015
28.04.2015
28.04.2015
28.04.2015
28.04.2015
05.05.2015
05.05.2015
05.05.2015
05.05.2015
05.05.2015
05.05.2015
15.05.2015
15.05.2015
15.05.2015
15.05.2015
15.05.2015
15.05.2015
22.05.2015
22.05.2015
22.05.2015
22.05.2015
29
30
31
32
33
34
35
36
37
38
39
40
41
42
43
44
45
46
47
48
49
50
51
52
53
54
55
56
57
58
59
60
61
12290450
10290526
10290529
12290456
10290354
12290534
12290549
12290705
12290557
12290574
11290547
11290450
11290461
Devrim Ceren
Salih
Özge
Esin
Durukan
Deniz TELLİ
Can
Oya Nur
Fulya
Emire
Şahin Barış
Merve
Halis
ÖZBEY
ÖZDEMİR
ÖZDEMİR
ÖZDEMİR
SEZEN
TELLİ
TUNCER
TURAN
TÜRKMEN
UYANIK
ÜNSAL
YILMAZ
YURTSEVEN
Interpolation(275-324):Hermite(294-298)
Interpolation(275-324):Piecewise polynomial(299-311)
Interpolation(275-324):Rational function(312-315)
Interpolation(275-324):Matlab(316-322) interp1,pchip,spline,interp2
LS approximation(333-351,362-367): Polynomial(336-349)
LS approximation(333-351,362-367): Bezier(362-363),polyfit, polyval(364)
Fourier(373-400):Interpolation(376-385)
Fourier(373-400): FFT(387-400)
Numerical int.(405-439): Trapezoid(417-419,439), Matlab trapz(437)
Numerical int.(405-439): Simpson(420-425,439), Matlab quad,quad1(437)
Numerical int.(405-439): Newton-Cotes(426-427,438,439)
Numerical int.(405-439): Romberg extrap. (428-430)
Numerical int.(405-439): Gauss quadrature(431-436,439)
ODE(445-560): Matlab ode23 etc.(487,536), higher order ode(503)
ODE(445-560): Euler(447-450,503-505,510,511)
ODE(445-560): RK2(452-456,503,506-509)
ODE(445-560): RK3(457,503,508,509)
ODE(445-560): RK4(459-463,503,508-515)
ODE(445-560): Adams-Bashforth(476-478,503,516-621)
ODE(445-560): ABM3(481-484,503,)
Simulink approach to ode solution, symbolic solver dsolve
ODE(445-560): Multivalue(539-553) AB3(503,540,541)
ODE(445-560): Multivalue(539-553) ABM3(503,542,543)
ODE(445-560): Multivalue(539-553) Nordsieck: ABM3(503,546)
ODE(445-560): Motion of two-link robot (548-550)
BV ODE(561-588): Linear shooting(500-569)
BV ODE(561-588): Nonlinear shooting(500-571): secant
BV ODE(561-588): Nonlinear shooting(500-574): Newton
BV ODE(561-588): Finite difference(500-579): Linear ode (576-579)
BV ODE(561-588): Finite difference(500-579): Nonlinear ode (580-581)
BV ODE(561-588): Collocation(500-579,582-586) Matlab bvp4c
PDE(593-635): Heat equation: Parabolic PDE(598-611): explicit (509-603)
PDE(593-635): Heat equation: Parabolic PDE(598-611): implicit(604-607)
22.05.2015
22.05.2015
26.05.2015
26.05.2015
26.05.2015
26.05.2015
26.05.2015
26.05.2015
29.05.2015
29.05.2015
29.05.2015
29.05.2015
29.05.2015
62
63
64
PDE(593-635): Heat equation: Parabolic PDE(598-611): C-N (608-611)
PDE(593-635): Wave equation: Hyperbolic PDE(612-617): explicit
PDE(593-635): Wave equation: Hyperbolic PDE(612-617): implicit
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No Roll Name Surname Date Projects