CHE 236 NUMERICAL METHODS PROJECTS (GROUP C)
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
13290467
12290033
12290040
10290040
10290050
10290603
10290060
13290480
12290081
12290090
12290739
12290122
12290132
11290612
12290151
11290129
12290203
14290616
10290147
12290208
12290216
11290185
11290190
12290244
12290250
11290401
10290559
12290359
Name
Öykü
Müşerref
Ayşegül
Ebru
Gökçe Nur
Ali
Okan
Ecem
Damla
Mukaddes Kübra
Uğur
Derya
Ayşegül
Hasan Berk
Gamze
Sibel
Kübra
Aylin
Elif
Merve
Sıla
Nilhan
Havvagül
Melis
Mert
Esra
Çağla
Filiz
Surname
AKÇAY
ALBAYRAK
ARAPOĞLU
ARSLAN
AVŞAR
AYAŞLI
AYDIN
BAĞCI
BAL
BAŞARAN
BAYTAR
CAN
CEYHAN
COŞKUN
ÇELİK
DEMİRCAN
DURAN
DURMAZ
DURMUŞ
EDİN
ELDEMİR
EREN
ERMİŞ
ERTOĞAN
FIRTIN
GÜLKOK
İLTİMUR
KAYA
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
24.04.2015
24.04.2015
24.04.2015
24.04.2015
24.04.2015
24.04.2015
24.04.2015
24.04.2015
24.04.2015
24.04.2015
24.04.2015
24.04.2015
24.04.2015
24.04.2015
15.05.2015
15.05.2015
15.05.2015
15.05.2015
15.05.2015
15.05.2015
15.05.2015
15.05.2015
15.05.2015
15.05.2015
15.05.2015
15.05.2015
15.05.2015
15.05.2015
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
12290382
10290281
10290285
12290442
11290519
12290464
94292200
11290358
12290496
12290500
12290514
11290395
96292104
11290400
12290545
12290553
12290576
13290560
10290408
10290641
10290548
12290590
10290434
12290609
11290470
12290610
12290612
Sahra
Gülcan
Begüm
Buket
Celal
Esra
BEHZAT
Sema
Sena Nur
Burçe
Selin
Ebru
Celil Öner
Gökhan
Gülizar Müberra
Meltem
Fatma
Mehtap Nur
Fatma Elif
Merve
Fatma
Fulya
Duygu
Betül Ege
Merve
Sinem
Burak Uygar Mert
KOCA
KOÇ
KUNDAK
ÖKSÜZ
ÖNCÜ
ÖZTURAN
SARIOĞLU
SAYGIN
SEZGİN
SOLAK
ŞENGÜL
TOK
TOPER
TOPRAKÇI
TOSUN
TURGUT
UYGUN
UYSAL
UZUN
ÜLGER
ÜNAL
YAHYA
YILDIRIM
YILMAZER
YİĞİT
YOĞUN
YORGUN
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
22.05.2015
22.05.2015
22.05.2015
22.05.2015
22.05.2015
22.05.2015
22.05.2015
22.05.2015
22.05.2015
22.05.2015
22.05.2015
22.05.2015
29.05.2015
29.05.2015
29.05.2015
29.05.2015
29.05.2015
29.05.2015
29.05.2015
29.05.2015
29.05.2015
29.05.2015
29.05.2015
29.05.2015
29.05.2015
62
63
63
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): explicit
Download

Projects (Group C)