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I HC QUC GIA H NI

TRNG I HC KHOA HC T NHIN

KHUNG CHNG TRNH

O TO TIN S

NGNH: C HC

CHUYN NGNH: C HC VT TH RN

M S: 62440107

1

H Ni - 2013

I HC QUC GIA H NI CNG HA X HI CH NGHA VIT NAM

TRNG I HC KHOA HC T NHIN c lp - T do - Hnh phc

KHUNG CHNG TRNH O TO TIN S

Chuyn ngnh: C hc vt th rn

Ban hnh km theo Quyt nh s /Q-T ngy thng nm 2013

ca Gim c i hc Quc gia H Ni

PHN 1. GII THIU CHUNG V CHNG TRNH O TO

1. Mt s thng tin v chuyn ngnh o to.

- Tn chuyn ngnh o to:

+ Ting Vit: C hc vt th rn

+ Ting Anh: Solid Mechanics

- M s chuyn ngnh o to:

- Tn ngnh o to:

+ Ting Vit: C hc

+ Ting Anh: Mechanics

- Trnh o to: Tin s

- Tn vn bng:

+ Ting Vit: Tin s c hc

+ Ting Anh: The Degree of Doctor of Philosophy in Mechanics

- n v c giao nhim v o to: Trng i hc Khoa hc T nhin

HQGHN.

2. Mc tiu ca chng trnh o to

2.1. Mc tiu chung

Chng trnh nhm o to cc tin s C hc chuyn su v chuyn ngnh C

hc vt th rn, c kin thc chuyn mn vng vng, to cho h kh nng ging dy,

nghin cu, v ng dng C hc vo cc lnh vc khoa hc, cng ngh, kinh t, x

hi trnh cao.

2.2. Mc tiu c th

2

2.2.1. V kin thc:

Trang b cho nghin cu sinh chuyn ngnh C hc vt rn kin thc nng cao,

cp nht v C hc hin i ni chung, ng thi cc kin thc chuyn su v cc

lnh vc ca C hc vt th rn. Nng lc nghin cu ca nghin cu sinh s c

th hin qua lun n tin s.

2.2.2. V k nng

Trang b cho nghin cu sinh cc phng php nghin cu, khm ph kin

thccc k nng pht hin v phn tch vn , a ra gii php gii quyt vn ,

c kh nng p dng kin thc vo thc t. ng thi, nghin cu sinh s c k nng

trnh by bo co, vit cng nghin cu v bi bo khoa hc.

2.2.3. V thi

o to tin s C hc c phm cht chnh tr, o c tt, sn sng ng gp cho

s nghip gio dc, nn khoa hc k thut, v s pht trin chung ca t nc.

2.2.4. V nng lc

Tin s C hc c nng lc c lp nghin cu, t duy c lp, lnh o nhm

nghin cu, sng to trong nghin cu khoa hc; c kh nng bin son gio trnh, t

vit bi bo khoa hc. Cc tin s C hc vt rn bin dng c th tr thnh cn b

chuyn mn tt, tham gia ging dy cc trng i hc, nghin cu cc vin, v

cc cng vic khc c ng dng c hc nh trong cc lnh vc khoa hc, k thut,

cng nghip v kinh t.

3. Thng tin tuyn sinh

3.1. Hnh thc tuyn sinh

3.1.1. i tng t thc s

+ Xt tuyn vi cc iu kin theo quy nh ca HQGHN

3.1.2. i tng t c nhn: Kt hp thi tuyn v xt h s chuyn mn

o Mn thi C bn: Ton cho C hc

o Mn thi C s: C hc i cng

o Mn Ngoi ng: trnh C, mt trong nm th ting: Anh, Nga, Php,

c, Trung Quc.

o Bo v cng nghin cu.

Th sinh c bng thc s ng chuyn ngnh hoc chuyn ngnh ph hp hoc

chuyn ngnh gn chuyn ngnh ng k d thi khng phi d thi cc mn C bn

v C s.

3

3.2. i tng tuyn sinh

3.2.1. iu kin vn bng v cng trnh cng b

Th sinh cn tha mn mt trong cc iu kin sau:

- C bng thc s ng chuyn ngnh hoc chuyn ngnh ph hp hoc

chuyn ngnh gn chuyn ngnh ng k d thi.

- C bng thc s khc chuyn ngnh v c bng tt nghip i hc chnh qui

ng ngnh hoc ngnh ph hp vi ngnh ng k d thi. Trng hp ny,

th sinh phi d thi nh ngi cha c bng thc s v phi c t nht mt bi

bo cng b trn tp ch khoa hc hoc tuyn tp cng trnh hi ngh khoa hc

trc khi np h s d thi v phi d thi theo ch i vi th sinh cha c

bng thc s.

- C bng tt nghip i hc h chnh quy ng ngnh, loi gii tr ln v c

t nht mt bi bo cng b trn tp ch khoa hc hoc tuyn tp cng trnh

hi ngh khoa hc trc khi np h s d thi.

- C bng tt nghip i hc h chnh quy ng ngnh, loi kh tr ln v c

t nht mt bi bo cng b trn tp ch khoa hc hoc tuyn tp cng trnh

hi ngh khoa hc trc khi np h s d thi.

3.2.2. iu kin thm nin cng tc

Thi sinh d thi vo chng trnh o to tin s cn c t nht mt nm lm vic

chuyn mn trong lnh vc ng k d thi k t khi tt nghip i hc (tnh t

ngy k quyt nh cng nhn) n ngy ng k d thi, tr trng hp c

chuyn tip sinh.

3.3. Danh mc cc ngnh gn, ngnh ph hp vi ngnh hoc chuyn ngnh

ngh cho php o to

+ Cc chuyn ngnh ph hp: C hc vt th rn.

+ Cc chuyn ngnh gn: Cc chuyn ngnh khc ca C hc ( C hc cht lng,

C k thut)

3.4. D kin quy m tuyn sinh: 6-8 nghin cu sinh/nm

4

PHN 2. CHUN U RA CA CHNG TRNH O TO

1.V kin thc

1.1. Kin thc chung trong HQGHN

Vn dng c cc kin thc v t tng o c cch mng ca ng Cng Sn Vit Nam v t tng H Ch Minh trong ngh nghip v i

sng.

p dng c kin thc cng ngh thng tin trong qu trnh hc tp v nghin cu khoa hc

Vn dng c kin thc v ngoi ng trong giao tip v cng vic chuyn mn

1.2. Kin thc nhm chuyn ngnh

Hiu v p dng thnh tho cc kin thc c bn, c s, v mt s kin thc

chuyn su ca C hc.

1.3. Kin thc chuyn ngnh

Hiu v p dng thnh tho cc kin thc nng cao ca C hc vt th rn.

1.4. Kin thc chuyn tin s

Nm vng, c kh nng p dng v sng to cc kin thc chuyn tin s.

1.5. Kin thc ngoi ng

t chun B2 ca Khung tham chiu Chu u (i vi ting Anh: tng

ng 5.0 IELTS, hoc 500 TOEFL), giao tip c bng ting Anh thng qua

cc hot ng chuyn mn.

1.6. Yu cu i vi lun n

Trnh by cc kt qu mi, c ngh khoa hc v mt ti nghin cu

khng trng lp v ph hp vi chuyn ngnh o to. Cc kt qu ca lun n

cn c bo co ti cc hi ngh khoa hc v cng b trong cc tp ch chuyn

ngnh c uy tn.

1.7. Yu cu v s lng v cht lng i vi cc cng trnh khoa hc s

cng b

C t nht 02 bi bo lin quan n ni dung ca lun n c cng b trn

tp ch khoa hc ca HQGHN, cc tp ch khoa hc c uy tn cp quc gia,

quc t hoc trong cc tuyn tp cng trnh (c phn bin) ca Hi ngh khoa

hc cp quc gia, quc t c xut bn chnh thc trong thi gian o to. Tp

5

ch khoa hc phi c trong danh sch tp ch c hi ng chc danh Gio s

nh nc cng nhn v tnh im.

2. V k nng

+ K nng ngh nghip:

C o c ngh nghip: trung thc, trch nhim, ng tin cy

C k nng t chc v sp xp cng vic, c kh nng lm vic c lp

C k nng tham kho ti liu ting Anh chuyn ngnh

C k nng lp trnh, ng dng cc m hnh c hc gii quyt cc bi ton thc t.

+ K nng lp lun v t duy gii quyt vn

C k nng pht hin vn v nh gi phn tch vn

C k nng gii quyt vn chuyn mn

C k nng phn tch, thit k v pht trin bi ton thc t

C k nng a ra gii php gii quyt vn

+ K nng nghin cu v khm ph kin thc

C kh nng p dng kin thc vo thc t

C kh nng thc hin cc ti nghin cu di s hng dn ca cc chuyn gia

C kh nng thu thp thng tin

Xy dng m hnh c hc

Phn tch v kho st phng php gii, ci t thut ton trn my

tnh

+ K nng t duy theo h thng

C kh nng t duy logic v phn tch, tng hp vn

+ Bi cnh x hi v ngoi cnh

Nhn thc r trch nhim ca bn thn vi x hi v c quan cng tc

Nm bt c nhu cu x hi vi kin thc khoa hc chuyn ngnh

+ Bi cnh t chc

6

Phn tch c c im v tnh hnh n v

Xy dng k hoch v pht trin n v

To c mi lin h vi cc i tc ch yu

+ Nng lc vn dng kin thc, k nng vo thc tin

C nng lc s phm, ging dy

C nng lc nghin cu khoa hc

C k nng tip thu cng ngh mi

C k nng qun l ti v lm ti

+ Nng lc sng to, pht trin v dn dt s thay i trong ngh nghip

C k nng s dng kin thc trong cng tc

C k nng thit k d n chuyn ngnh

C k nng sng to cc phng n, d n mi

+ K nng mm:

Cc k nng c nhn

C k nng hc v t hc, chm ch, nhit tnh, t tin, sng to v say m trong cng vic

Thch ng nhanh vi cng vic v s thay i trong cng vic

C k nng sng ha nhp vi mi trng v ng nghip

K nng lm vic nhm

C k nng lm vic theo nhm

Xy dng v iu hnh nhm lm vic hiu qu

Lin kt c cc nhm

K nng qun l v lnh o

T chc phn cng cng vic trong n v

nh gi hot ng ca c nhn v tp th

Lin kt c cc i tc i th

7

K nng giao tip

Sp xp c ni dung, tng giao tip

Kh nng thuyt trnh lu lot

C k nng giao tip gia cc c nhn

3. V nng lc

3.1. Nhng v tr cng tc m ngi hc c th m nhim sau khi tt nghip Tin s chuyn ngnh C hc vt th rn c kh nng bin son gio trnh v

ging dy cc mn C hc c bn v cc mn thuc chuyn ngnh c hc vt th rn

cc trng i hc v Cao ng. C kh nng c lp t chc nghin cu v ng

dng C hc theo hng chuyn ngnh ca mnh cc Vin, trng i hc v cc

c quan nghin cu, sn xut.

3.2. Yu cu kt qu thc hin cng vic

C kh nng nghin cu c lp cng nh tham gia cc ti nghin cu tp th

v a ngnh v kh nng t chc thc hin cng vic, t mc tiu cng vic v hon

thnh cng vic chuyn mn tt.

4. V phm cht o c

4.1. Phm cht o c c nhn

C phm cht o c tt, l , khim tn, nhit tnh, trung thc, cn, kim,

lim, chnh, ch cng v t, yu ngnh, yu ngh.

4.2. Phm cht o c ngh nghip

Trung thc, c o c ngh nghip, c trch nhim trong cng vic, ng tin

cy trong cng vic, nhit tnh v say m cng vic.

4.3. Phm cht o c x hi

C trch nhim cng dn v chp hnh php lut cao. C thc bo v t quc,

xut sng kin, gii php v vn ng chnh quyn, nhn dn tham gia bo v t

quc.

PHN 3. NI DUNG CHNG TRNH O TO

1. Tm tt yu cu chng trnh o to

a) i vi NCS c bng thc s chuyn ngnh ng hoc ph hp

Tng s tn ch phi tch lu: 91 tn ch, trong :

- Cc hc phn, chuyn tin s v tiu lun tng quan: 21 tn ch

+ Cc hc phn tin s: 09 tn ch

+ Ngoi ng hc thut nng cao: 04 tn ch

8

+ Cc chuyn tin s: 06 tn ch

+ Tiu lun tng quan: 02 tn ch

- Nghin cu khoa hc (khng tnh s tn ch nhng l yu cu bt buc trong

chng trnh o to).

- Lun n tin s: 70 tn ch

b) i vi NCS c bng thc s chuyn ngnh gn


- Cc hc phn b sung kin thc: 15 tn ch





+ Tiu lun tng quan: 02 tn ch

- Nghin cu khoa hc (khng tnh s tn ch nhng l yu cu bt buc trong

chng trnh o to).


c) i vi NCS cha c bng thc s: phi hon thnh cc hc phn ca

chng trnh o to thc s v cc ni dung ca chng trnh o to tin s.


- Cc hc phn b sung kin thc: 36 tn ch

+ Khi kin thc chung (bt buc): 06 tn ch

+ Khi kin thc nhm chuyn ngnh: 15 tn ch

Bt buc: 09 tn ch

T chn: 06/12 tn ch

+ Khi kin thc chuyn ngnh: 15 tn ch

Bt buc: 09 tn ch

T chn: 06/12 tn ch


9




- Tiu lun tng quan: 02 tn ch

Nghin cu khoa hc (khng tnh s tn ch nhng l yu cu bt buc trong

chng trnh o to)


2. Khung chng trnh

a) i vi nghin cu sinh cha c bng thc s:

TT M

mn hc

Tn mn hc

(ghi bng ting Vit v ting

Anh)

S

tn

ch

S gi tn ch M s

cc mn

hc tin

quyt

L

thuyt

Thc

hnh

T

hc

PHN 1. KHI KIN THC B SUNG (CC MN HC CA CHNG TRNH

O TO THC S)

I Khi kin thc chung 6

1 CTP5001 Trit hc

Philosophy 2

2 ENG5001 Ting Anh c bn

General English 4

II Khi kin thc nhm chuyn ngnh 15

II.1 Cc mn hc bt buc 9

3 ENG6001

Ting Anh hc thut

English for Academic

Purposes

3 45

4 MAT6036

C hc mi trng lin tc

nng cao

Advanced Mechanics of

Continuous Media

3 45

5 MAT6037 Phng trnh o hm ring

nng cao 3 45

10

TT M

mn hc

Tn mn hc


Anh)

S

tn

ch

S gi tn ch M s

cc mn

hc tin

quyt

L

thuyt

Thc

hnh

T

hc

Advanced Partial Differential

Equations

II.2. Cc mn hc t chn 6/12

6 MAT6040 Dao ng phi tuyn

Nonlinear Oscillation 3 45

7 MAT6041

Phng trnh vi phn nng

cao

Advanced Differential

Equations

3 45

8 MAT6042 Php tnh tenx trong c hc

Tensor Calculus in Mechanics 3 45

9 MAT6045

Cc phng php s trong c

hc nng cao

Advanced numerical Methods

in Mechanics

3 45

III Khi kin thc chuyn ngnh 15

III.1. Cc mn bt buc 9

10 MAT6038 Phn tch tm

Anaylysis of plates 3 45

11 MAT6039

Truyn sng trong mi trng

n do

Wave Propagation in Elasto-

Plastic Media

3 45

12 MAT6049

Cc phng php trong dao

ng phi tuyn

Methods in Non-linear

Oscillation

3 45

III.2. Cc mn t chn 6/12

13 MAT6046 Nhit n hi

Thermo - Elasticity 3 45

14 MAT6048 Dao ng ca h n hi

Vibration of Elastic Systems 3 45

15 MAT6050 n nh ca h bin dng

Stability of Deformation 3 45

11

TT M

mn hc

Tn mn hc


Anh)

S

tn

ch

S gi tn ch M s

cc mn

hc tin

quyt

L

thuyt

Thc

hnh

T

hc

Systems

16 MAT6051

C hc vt liu composite

nng cao

Advanced mechanics of

Composite Materials

3 45

PHN 2. CC HC PHN, CHUYN TIN S V TIU LUN TNG QUAN

I Cc hc phn tin s 9

I.1 Cc hc phn bt buc 6

17 MAT8049

Bi ton n nh tnh ca

kt cu c c tnh bin thin

Static stability of

functionally graded

material structures

3 45

18 MAT8051

Cc phng php tm

phng trnh tn sc dng

hin ca sng mt Rayleigh

Methods for finding the

explicit secular equations of

Rayleigh surface waves

3 45

I.2 Cc hc phn t chn 3/6

19 MAT8047

L thuyt bn v mng

Theory of Thin Plates and

Shells

3 45

20 MAT8046

C hc h nhiu vt

Mechanics of Multibody

System

3 45

II Ngoi ng hc thut nng cao (chn 1

trong cc th ting sau): 4

21

ENG

8001

Ting Anh hc thut nng

cao Advanced English for

Academic Purposes

4 60

RUS

8001

Ting Nga hc thut nng

cao Advanced Russian For

Academic Purposes

4 60

12

TT M

mn hc

Tn mn hc


Anh)

S

tn

ch

S gi tn ch M s

cc mn

hc tin

quyt

L

thuyt

Thc

hnh

T

hc

FRE

8001

Ting Php hc thut nng

cao Advanced French For

Academic Purposes

4 60

WES

8001

Ting c hc thut nng

cao Advanced General For

Academic Purposes

4 60

CHI

8001

Ting Trung hc thut nng

cao Advanced Chinese For

Academic Purposes

4 60

III Chuyn tin s 6/12

22 MAT8048

Vt liu c tnh bin thin

The functionally graded

materials (FGM)

3 45

23 MAT8050

Phn tch ng lc phi

tuyn ca tm v v c c

tnh bin thin

Analysis of nonlinear

dynamic response of FGM

plates and shells

3 45

24 MAT8052

Phng php iu kin bin

hiu dng v sng Rayleigh

trong lp t trn bn khng

gian

The effective boundary

condition method for

Rayleigh surface waves in

layers over a half-space

3 45

25 MAT8053

Thun nht ha cc bin

phn chia hai chiu c

nhm cao

Homogenization of two-

dimensional very rough

interfaces

3 45

IV Tiu lun tng quan 2

13

TT M

mn hc

Tn mn hc


Anh)

S

tn

ch

S gi tn ch M s

cc mn

hc tin

quyt

L

thuyt

Thc

hnh

T

hc

26 MAT8063 Tiu lun tng quan

Research Perspective Report 2 30

PHN 3. NGHIN CU KHOA HC (NCS xy dng k hoch nghin cu, t chc

trin khai v cng b cc cng trnh nghin cu lin quan n lun n trn cc tp ch

chuyn ngnh di s hng dn ca gio vin hng dn)

PHN 4. LUN N TIN S

27 MAT9007 Lun n tin s

Ph.D thesis 70

Tng Phn 1+2+3+4 127

Ghi ch: * Tng s gi tn ch (s gi tn ch ln lp/s gi tn ch thc hnh/s

gi tn ch t hc).

** Tng s tit hc (s tit ln lp/s tit thc hnh/s tit t hc).

b) i vi nghin cu sinh c bng thc s ngnh gn

TT M

mn hc

Tn mn hc


Anh)

S

tn

ch

S gi tn ch M s

cc mn

hc tin

quyt

L

thuyt

Thc

hnh T hc

PHN 1. KHI KIN THC B SUNG

I.1 Cc mn bt buc 9

1 MAT6038 Phn tch tm

Anaylysis of plates 3 45

2 MAT6039

Truyn sng trong mi

trng n do

Wave Propagation in

Elasto-Plastic Media

3 45

3 MAT6049


ng phi tuyn


Oscillation

3 45

I.2 Cc mn t chn 6/12

4 MAT6046 Nhit n hi

Thermo - Elasticity 3 45

14

TT M

mn hc

Tn mn hc


Anh)

S

tn

ch

S gi tn ch M s

cc mn

hc tin

quyt

L

thuyt

Thc

hnh T hc

5 MAT6048 Dao ng ca h n hi

Vibration of Elastic Systems 3 45

6 MAT6050

n nh ca h bin dng

Stability of Deformation

Systems

3 45

7 MAT6051


nng cao


Composite Materials

3 45


I Cc hc phn tin s 9


8 MAT8049

Bi ton n nh tnh ca

kt cu c c tnh bin thin

Static stability of

functionally graded

material structures

3 45

9 MAT8051

Cc phng php tm

phng trnh tn sc dng





3 45


10 MAT8047

L thuyt bn v mng


Shells

3 45

11 MAT8046

C hc h nhiu vt


System

3 45



12 ENG

8001

Ting Anh hc thut nng

cao Advanced English for 4 60

15

TT M

mn hc

Tn mn hc


Anh)

S

tn

ch

S gi tn ch M s

cc mn

hc tin

quyt

L

thuyt

Thc

hnh T hc

Academic Purposes

RUS

8001

Ting Nga hc thut nng

cao Advanced Russian For

Academic Purposes

4 60

FRE

8001



Academic Purposes

4 60

WES

8001

Ting c hc thut nng

cao Advanced General For

Academic Purposes

4 60

CHI

8001



Academic Purposes

4 60

III Cc chuyn tin s 6/18

13 MAT8048



materials (FGM)

3 45

14 MAT8050

Phn tch ng lc phi

tuyn ca tm v v c c

tnh bin thin



plates and shells

3 45

15 MAT8052

Phng php iu kin bin



gian





3 45

16 MAT8053

Thun nht ha cc bin

phn chia hai chiu c

nhm cao


3 45

16

TT M

mn hc

Tn mn hc


Anh)

S

tn

ch

S gi tn ch M s

cc mn

hc tin

quyt

L

thuyt

Thc

hnh T hc


interfaces

III Tiu lun tng quan


Research Perspective

Report

2 30




PHN 4. LUN N TIN S

18 MAT9007 Lun n tin s

Ph.D thesis 70

Tng Phn 1+2+3+4 106

c. i vi NCS c bng thc s ng chuyn ngnh hoc ph hp

TT M

mn hc

Tn mn hc


Anh)

S

tn

ch

S gi tn ch M s

cc mn

hc tin

quyt

L

thuyt

Thc

hnh

T

hc


I Cc hc phn tin s 9


1 MAT8049

Bi ton n nh tnh ca kt

cu c c tnh bin thin

Static stability of functionally

3 45 0 0

17

TT M

mn hc

Tn mn hc


Anh)

S

tn

ch

S gi tn ch M s

cc mn

hc tin

quyt

L

thuyt

Thc

hnh

T

hc

graded material structures

2 MAT8051

Cc phng php tm phng

trnh tn sc dng hin ca

sng mt Rayleigh




3 45


3 MAT8047

L thuyt bn v mng


Shells

3 45

4 MAT8046

C hc h nhiu vt


System

3 45



5

ENG

8001

Ting Anh hc thut nng cao

Advanced English for

Academic Purposes

4 60

RUS

8001

Ting Nga hc thut nng cao

Advanced Russian For

Academic Purposes

4 60

FRE

8001



Academic Purposes

4 60

WES

8001

Ting c hc thut nng cao

Advanced General For

Academic Purposes

4 60

CHI

8001



Academic Purposes

4 60

III Cc chuyn tin s 6/12

6 MAT8048



materials (FGM)

3 45

18

TT M

mn hc

Tn mn hc


Anh)

S

tn

ch

S gi tn ch M s

cc mn

hc tin

quyt

L

thuyt

Thc

hnh

T

hc

7 MAT8050

Phn tch ng lc phi tuyn

ca tm v v c c tnh bin

thin



plates and shells

3 45

8 MAT8052

Phng php iu kin bin



gian





3 45

9 MAT8053

Thun nht ha cc bin phn

chia hai chiu c nhm cao



interfaces

3 45

IV Tiu lun tng quan

2


Research Perspective Report 2 30




PHN 3. LUN N TIN S

10 MAT9007

Lun n

Ph.D thesis

Tng Phn 1+2+3 91

19

3. Ti liu tham kho

TT M

mn hc Tn mn hc

S

tn

ch

Danh mc ti liu tham kho

(Ti liu bt buc, Ti liu tham kho

thm)

1 CTP5001 Trit hc

Philosophy 2

Theo chng trnh chung

2 ENG5001 Ting Anh c bn

General English 4


3 ENG6001

Ting Anh hc thut

English for Academic

Purposes

3


4 MAT6036

C hc mi trng

lin tc nng cao

Avance Mechanics

of Continuous Media

3

1. o Huy Bch. C hc mi trng lin

tc NXB HQG H Ni 2003.

2. German P.Mecanique des milieux

continus Paris 1962.

3. Ilyushin A.A. C hc mi trng lin

tc, M.1978.

4. Mase G.R. Theory and problems of

continuum mechanics, New York 1970.

5. Sedov L.I. C hc mi trng lin tc

(dch ra ting Vit). NXB i hc v

Trung hc chuyn nghip 1997.

6. Lourie I.G. Fundamental Mechanics of

Fluids, Mc. Graw-Hill 1993.

7. Dowell.E.H.A modem course in

aeroeplasticity, Kluwer Acad. 1995.

8. Francois D., Pineau A., Zaoui A.

Comportement mecanique des

materiauxx, I. Hermes, Paris 1991.

9. Lubliner J.Plasticity theory. Mc. Millan

Publ. 1991.

10. Salencon J.Mecanique des milieux

continues. Ed.Ellipse, Paris 1988.

11. Watchman J.B. Characterization of

materials, Butterworth, Hein 1993.

20

TT M

mn hc Tn mn hc

S

tn

ch



thm)

5 MAT6037

Phng trnh o

hm ring nng cao

Advanced Partial

Differential

Equations

3

1. Petrovski I.G. Bi ging v PTHR,

M.1961 (ting Nga)

2. Nguyn Tha Hp - Gio trnh PTHR

NXB HQGHN 2001

3. Mikhailov V.P.Phng trnh o hm

ring, Nauka 1986 (ting Nga)

4. Mikhlin S.R. Gio trnh phng trnh

Ton, L, M.1968 (ting Nga)

5. Nguyn Minh Chng v cc tc gi

khc: L thuyt PTHR, H Ni 1995

6 MAT6040 Dao ng phi tuyn

Nonlinear Oscillation 3

1. Blaquiere A. Nonlinear Systems analysis. Academic Press, New York

1966

2. Bogoliubop N.N., Mitropolski Y.A. Phng php tim cn trong l thuyt

dao ng phi tuyn. Nauka 1974 (Ting

Nga).

3. Mitropolski Y.A, Nguyen Van Dao. Asymptotic Methods in Non linear

Oscillation. Kluwer Acad. Publ. 1997

4. Moiseev N.N. Cc phng php tim cn ca c hc phi tuyn Nauka 1969

(Ting Nga).

5. Hayashi C. Nonlinear oscillation in physical system, New York and Tokyo

1968

6. Nayfeh A.H Pertubation methods. John Wiley and Sons, New York 1973.

7. Stoker J.I. Nonlinear oscillations in Mechanics and Electrical system, New

York 1952.

21

TT M

mn hc Tn mn hc

S

tn

ch



thm)

7 MAT6041

Phng trnh vi phn

nng cao


Equations

3

1. Hong Hu ng, V c Tn,

Nguyn Th Hon. Phng trnh vi

phn, 2 tp. NXBH v THCN 1970

2. Demiovitch. Nhng bi ging v l

thuyt n nh. Nauka 1967 (Ting Nga)

3. Barbashin E.A. Nhp mn l thuyt n

nh Nauka 1967 (Ting Nga)

4. Cesari L.Asympfotic Behaviour and

Stability problem in ordinary differential

euations springer 1959

8 MAT6042

Php tnh tenx trong

c hc

Tensor Calculus in

Mechanics

3

1. o Huy Bch. Php tnh tenx. HTH 1995.

2. o Huy Bch. Php tnh tenx v mt s ng dng trong c hc, vt l. Nxb

HQGHN 2007.

3. Schouten J.A Tensor analysis for physicists, Oxford 1954

22

TT M

mn hc Tn mn hc

S

tn

ch



thm)

9 MAT6045

Cc phng php s

trong c hc nng cao

Advanced numerical

Methods in

Mechanics

3

1. emidovitch., Maron I.A. Cc phng

php gii tch s .M.1962 (Ting Nga).

2. Bakhvalov N.S. Cc phng php s,

M.1973 (Ting Nga)

3. Colats L. Cc phng php s gii

phng trnh vi phn, M.1953

4. Koirmian Th., Biot A.M. Mathematical

method in engineering, Mc. Graw-Hill

Book company.

5. Tabarok I., Rimott P.J.Variational

Methods and Complementary

formulation in Dynamics, Kluver

Acad.1994

6. Brebbia C.A.Recent advances in

boundary element methods.London 1978

7. Crouch S.L.Strarfield A.M.Boundary

element methods in soilid mechanics -

London 1983

8. Lions J.L.Quelques methods de

resolution de problems aux limites

nonlineaires-Paris 1969.

9. Zienkiewciz O.C.The finite element

methods in engineering sciences 1971

10. Klaus-Jurgen Bathe, Eduard L, Wilson

E.L.Numerical in finite element analysis.

11. Vilenkin N.J. Phng php gn ng

lin tip M.1968 (ting Nga).

12. Frinell.M.Finite element model updating

in structural dynamics 1995

23

TT M

mn hc Tn mn hc

S

tn

ch



thm)

10 MAT6038

Phn tch tm

Analysis of plates 3

1. o Huy Bch. L thuyt n hi, NXB H & THCN, 2000.

2. Timoshenko S., Woinowsky, Krieger S. Theory plates and shells, McGraw

Hill Book Company New York, 1959.

3. Farland D. Mc, Smith B, Bernhart W. Anaylysis of plates. Spartan books,

1972.

4. Trn Lu Chng, Phm S Lim. L thuyt bn v v mng n hi. U ban

KHKT, H Ni 1967.

11 MAT6039

Truyn sng trong

mi trng n do

Wave Propagation in

Elasto-Plastic Media

3

1. V.K Novaski. Cc bi ton truyn sng trong l thuyt do. Mir. M 1978 (ting

Nga)

2. N. Cristercu, Dynamic plasticity. North Holland Publ. 1967

3. A. Peidetal, L thuyt ton hc mi trng lin tc. M. 1962 (ting Nga).

4. R.S Srivastava. Interaction of shock waves. Kluwer Acad. 1994

12 MAT6049

Cc phng php

trong dao ng phi

tuyn

Methods in Non

linear Oscillation

3

1. Nguyn Vn o. Cc phng php c bn trong dao ng phi tuyn. Nxb H

v THCN 1971.

2. Graham Kelly S. Fundamentals of Mechanical Vibrations. Mc. Graw

Hill Inc. 1993.

3. Mitropolski Yu.A., Nguyen Van Dao. Applied asymptotic methods in Non

linear oscillation. Kluwer Acad. Publ

1997.

24

TT M

mn hc Tn mn hc

S

tn

ch



thm)

13 MAT6044

C hc cht lng tnh

ton

Computational Fluid

Mechanics

3

1. Trn Vn Trn, Phng php s thc

hnh, Tp 2, NXB HQGHN, 2007

2. T.J.Chung, Computational fluid

dynamics, Cambridge University Press,

2002.

3. P.Wesseling, Principles of

computational fluid dynamics, Springer,

2001.

4. J.H.Ferziger, M.Peric, Computational

methods for fluid dynamics 3rd edition,

Springer, 2002

5. Flefcher C.A. Computational techniques

for fluid 1, Springer-Verlag 1987.

6. John D.Anderson, Computational fluid

dynamics: the basics with applications,

Mc Graw-Hill, 1995.

7. H.K. Versteeg, W.Malalasekera, An

introduction to computational fluid

mechanics, Longman 1995.

8. C.Pozrikidis, Fluid dynamics: theory,

computation, and numerical simulation,

Kluwer Academic Press, 2001.


Thermo - Elasticity 3

1. A.D. Kovalenko. Nhp mn n hi nhit. Kiev 1965 (ting Nga)

2. Nowacki. Cc vn ca n hi nhit. M. 1962 (ting Nga)

3. Boley B.A., Weiner H.J. Theory of thermal stresses. John Wiley, N. Y.

1960

4. R.W Lewis et al. The finite element method in heat transfer analysis. John

Wiley & Sons 1996.

25

TT M

mn hc Tn mn hc

S

tn

ch



thm)

15 MAT6048

Dao ng ca h n

hi

Vibration of Elastic

Systems

3

1. Panovko Ja.G. C s l thuyt dao ng n hi ng dng. M. 1967

2. Panovko Ja.G., Gubanova I.I. n nh v dao ng ca h n hi. M. 1964.

3. Filippov A.P. Dao ng ca h c hc, Kiev 1996

4. Timoshenco S.P. Dao ng trong k thut. M.1954

5. Bachman H., Ammann I.W. Vibration problems in structure. Birkhauser

Verlag 1995.

6. Clough R.W., Penzien J. Dynamics of structure. Mc Graw Hill 1993.

7. Burton T.D. Introduction to Dynamics system Analysis. Mc Graw Hill 1994.

16 MAT6050

n nh ca h bin

dng

Stability of

Deformation Systems

3

1. o Huy Bch. L thuyt n hi. Nxb HQGHN 2000

2. Rjanhtyn A.R. n nh ca h n hi, M. 1995 (ting Nga)

3. Timoshenco S.P., Gene J.M. Theory of elastic stability. Mc. Graw Hill 1961

4. Oghibalov P.M. Cc vn ng lc v n nh ca v. MGU 1963 (ting Nga).

5. Oghibalov P.M. Un, n nh v dao ng ca bn, MGU 1958 (ting Nga)

6. Volmir A.S. n nh tim cn cc h bin dng, M. 1969 (ting Nga)

7. Rrivec S.T. Stability and optimization of flexible space structure 1995.

17 MAT6051

C hc vt liu

composite

Advanced mechanics

of Composite

Materials

3

1. B.E. Pobedria. C hc vt liu Composite. M. 1984 (ting Nga)

2. N.S. Bakhvalov. Trung bnh ho cc qu trnh trong mi trng tun hon,

M. 1975 (ting Nga)

3. J.N.Reddy. Mechanics of Composite material. Mc. Graw Hill 1975

4. R.M. Jone. Mechanics of Composite. Mc Graw Hill 1975

5. Trn ch Thnh - Vt liu Composite. C hc v tnh ton kt cu. Nxb GD

1994

26

TT M

mn hc Tn mn hc

S

tn

ch



thm)

18 MAT8049

Bi ton n nh tnh

ca kt cu c c tnh

bin thin

Static stability of

functionally graded

material structures

3

1. o Huy Bch. L thuyt n hi, NXB

HQG HN, 2000.

2. Hui Shen Shen. Functionally graded

materials Nonlinear analysis of

Plates and Shells. CRC Press, 2009.

3. Don O. Brush, BO O. Almroth.

Buckling of Bars, Plates, and Shells.

McGraw Hill, New York, 1975.

4. Volmir AS. Stability of elastic systems.

Science Edition Moscow, 1963.

5. Timoshenko SP, Gere JM. Theory of

elastic stability. Mc Graw-Hill, New

York, 1961.

19 MAT8051

Cc phng php tm

phng trnh tn sc

dng hin ca sng

mt Rayleigh

Methods for finding

the explicit secular

equations of Rayleigh

surface waves

3


HQG HN, 2000.

2. Ting T. C. T.. Anisotropic Elasticity:

Theory and applications, Oxford

University Press, New York, 1996.

27

TT M

mn hc Tn mn hc

S

tn

ch



thm)

20 MAT8047

L thuyt bn v

mng

Theory of Thin Plates

and Shells

3

1. o Huy Bch. L thuyt n hi. Nxb HQGHN 2000

2. Oghibalov P.M., Koltunov M.A. V v bn mng, MGU 1969 (ting Nga)

3. Timoshenko S., Woinowsky. Krieger S. Theory plates and shells. Mc. Graw

Hill Book Company New York 1959

4. Goldenveizer A.L. L thuyt v mng n hi. M. 1953 (ting Nga)

5. Novozhgilov V.V L thuyt v mng. M. 1962 (ting Nga)

6. Brush D.O., Almroth B.O Buckling of bars, plates and shells. New York 1995

7. Michel Bernadou. Finite element methods of thin shell problems. J.

Wiley 1996

21 MAT8046

C hc h nhiu vt

Mechanics of

Multibody System

3

1. Witlenburg J. Dynamics of system of Rigid Bodies. Stuttgart 1977.

2. Moiseev N.N., Rumiansev V.V. ng lc hc ca h vt rn c cc l cha

lng. Nauka 1965

3. Routh E.J. Dynamics of a system of rigid bodies. New York 1960

22 MAT6047

Chun on k thut

cng trnh

Structures

Diagnostics

3

1. Clough R.W. Dynamics of structures. Mc. Graw Hill 1993.

2. Mc Connell K. Vibration Testing. Theory and Practice. John Wiley &

Sons, N.Y. 1995

3. Redko S.F., Ushmakov V.F., Iacovlev V.P Identification of mechanical

systems. Kiev 1985

4. Birger I.A Technical Diagnostics, M. 1978

5. Natke H.G., Cempel C. Model Aided Diagnosis of Mechanical Systems.

Springer 1997.

23 ENG8001

Ngoi ng hc thut

nng cao

Advanced foreign

languague for

specific purposes

4

Theo chng trnh chung ca HKHTN

28

TT M

mn hc Tn mn hc

S

tn

ch



thm)

24 MAT8048

Vt liu c tnh bin

thin

The functionally

graded materials

(FGM)

3


HQG HN, 2000.


materials Nonlinear analysis of

Plates and Shells. CRC Press, 2009.




4. Koizumi M. FGM activities Japan.

Composite Part B: Engineering, 1997,

28: 1-4.

25 MAT8050

Phn tch ng lc

phi tuyn ca tm v

v c c tnh bin

thin


dynamic response of

FGM plates and

shells

3


HQG HN, 2000.


materials Nonlinear analysis of plates

and Shells. CRC Press, 2009.




4. Volmir AS. Stability of elastic systems.

Science Edition Moscow, 1963.

5. Timoshenko SP, Gere JM. Theory of

elastic stability. Mc Graw-Hill, New

York, 1961.

6. Budiansky B, Roth RS. Axisymetrix

dynamic buckling of clamped shallow

spherical shells, NASA Technical Note

D-510, 1962, 597-609.

29

TT M

mn hc Tn mn hc

S

tn

ch



thm)

26 MAT8052

Phng php iu

kin bin hiu dng

v sng Rayleigh

trong lp t trn bn

khng gian

The effective

boundary condition

method for Rayleigh

surface waves in

layers over a half-

space

3


HQG HN, 2000.




27 MAT8053

Thun nht ha cc

bin phn chia hai

chiu c nhm cao

Homogenization of

two-dimensional very

rough interfaces

3


HQG HN, 2000.




3. Bensoussan, A., Lions, J. B.,

Papanicolaou, J., Asymptotic analysis

for periodic structures. North-Holland,

Amsterdam 1978.

4. i ng cn b ging dy

ST

T M mn

hc Tn mn hc

S

tn

ch

Cn b ging dy

H v tn Chc danh,

hc v

Chuyn

ngnh

o to

n v

cng

tc

1. CTP5001 Trit hc

Philosophy 4

Theo s phn cng ca trng HKHTN

2. ENG5001 Ting Anh c bn

General English 4


3. ENG6001 Ting Anh hc thut

English for

Academic Purposes

3


30

4. MAT6036

C hc mi trng

lin tc nng cao

Advance

Mechanics of

Continuous Media

3

o Huy Bch

o Vn Dng

Nguyn nh

c

GS.TSKH

PGS.TS

PGS.

TSKH

C hc

C hc

C hc

HKHTN

HKHTN

HQGHN

5. MAT6037

Phng trnh o

hm ring nng cao

Advanced Partial

Differential

Equations

3

Trn Huy H

Hong Quc

Ton

PGS.TS

PGS.TS

Ton hc

Ton hc

HKHTN

HKHTN

6. MAT6040

Dao ng phi tuyn

Nonlinear

Oscillation

3

L Xun Cn

Nguyn ng

Anh

GS.TS

GS.TSKH

C hc

C hc

HKHTN

Vin C

hc

9 MAT6041

Phng trnh vi

phn nng cao

Advanced

Differential

Equations

3

ng nh

Chu

PGS.TS

Ton hc

HKHTN

10 MAT6042

Php tnh tenx

trong c hc

Tensor Calculus in

Mechanics

3

o Huy Bch

Nguyn nh

c

GS.TSKH

PGS.

TSKH

HKHTN

HQGHN

1

1 MAT6045

Cc phng php

s trong c hc

nng cao

Advanced

numerical Methods

in Mechanics

3

Nguyn Hu

Cng

Trn Vn Trn

GS.TSKH

PGS.TS

Ton hc

C hc

HQGHN

HKHTN

1

2

MAT6038

Phn tch tm

Anaylysis of plates 3

o Vn Dng PGS.TS. C hc HKHTN

1

3 MAT6039

Truyn sng trong

mi trng n do

Wave Propagation

in Elasto-Plastic

Media

3

Phm Ch Vnh

Phm Th

Oanh

PGS.TS

TS

C hc

C hc

HKHTN

HKHTN

31

14 MAT6049

Cc phng php

trong dao ng phi

tuyn

Methods in

Nonlinear

Oscillation

3

L Xun Cn

GS.TS

C hc

HKHTN


Thermo - Elasticity 3 o Huy Bch

GS.TSKH

C hc

HKHTN

16 MAT6048

Dao ng ca h

n hi

Vibration of Elastic

Systems

3

L Xun Cn

NguynNgc

Quyn

GS.TS

PGS.TS

C hc

C hc

HKHTN

HKHTN

17 MAT6050

n nh ca h

bin dng

Stability of

Deformation

Systems

3

o Huy Bch

Phm Th

Oanh

GS.TSKH

TS

C hc

C hc

HKHTN

HKHTN

18 MAT6051

C hc vt liu

composite nng

cao

Mechanics of

Composite

Materials

3

o Huy Bch

Nguyn nh

c

Trn ch Thnh

GS.TSKH

TSKH

GS.TS

C hc

C hc

C hc

HKHTN

HQGHN

H Bch

Khoa HN

19 MAT8049

Bi ton n nh

tnh ca kt cu c

c tnh bin thin

Static stability of

functionally graded

material structures

3

o Vn Dng PGS.TS C hc HKHTN

20 MAT8051

Cc phng php

tm phng trnh

tn sc dng hin

ca sng mt

Rayleigh

Methods for

finding the explicit

secular equations

of Rayleigh surface

3

Phm Ch Vnh PGS.TS C hc HKHTN

32

waves

21 MAT8047

L thuyt bn v

mng

Theory of Thin

Plates and Shells

3

o Vn Dng

Phm Th

Oanh

V Long

PGS.TS

TS

PGS.TS

C hc

C hc

C hc

HKHTN

HKHTN

HKHTN

22 MAT8046

C hc h nhiu

vt

Mechanics of

Multibody System

3

L Xun Cn

Sanh

Nguyn Vn

Khang

GS.TS

GS.TSKH

GS.TSKH

C hc

C hc

C hc

HKHTN

H Bch

Khoa HN

H Bch

Khoa HN

23 MAT8048

Vt liu c tnh

bin thin

The functionally

graded materials

(FGM)

3


24 MAT8050

Phn tch ng lc

phi tuyn ca tm

v v c c tnh

bin thin

Analysis of

nonlinear dynamic

response of FGM

plates and shells

3


25 MAT8052

Phng php iu

kin bin hiu dng

v sng Rayleigh

trong lp t trn

bn khng gian

The effective

boundary condition

method for layers

over a half-space

3


26 MAT8053

Thun nht ha cc

bin phn chia hai

chiu c nhm

cao

3


33

Homogenization of

two-dimensional

very rough

interfaces

5. Tm tt ni dung mn hc (Ghi theo s th t trong khung chng trnh)

1. Trit hc (Philosophy-2tc)


2. Ting Anh c bn (General English-4tc)


3. Ting Anh hc thut (English for Academic Purposes -3tc)


4. C hc mi trng lin tc nng cao S tn ch 03 (Advance Mechanics of

Continuous Media)

- iu kin v mn hc tin quyt: Hc vin cn c cc kin thc v phng

trnh vi phn, phng trnh o hm ring, c hc l thuyt, php tnh bin phn,

php tnh tenx,...

- Ni dung chnh: ng hc v ng sut, cc nh lut vt l v thit lp bi ton

v c hc mi trng lin tc, cc m hnh ca mi trng lin tc.

5. Phng trnh o hm ring nng cao- S tn ch 03 (Advanced Partial

Differential Equations)

- iu kin v mn hc tin quyt: Hc vin c n c kin thc v, gii tch, i

s, phng trnh vi phn, phng trnh o hm ring...

- Ni dung chnh: B sung v phn loi chng trnh, khi nim c trng, mt

s bi ton ca phng trnh truyn sng, mt s bi ton ca phng trnh

truyn nhit, mt s bi ton ca phng trnh Laplace.

6. Dao ng phi tuyn - S tn ch 03 (Nonlinear Oscillation)

- iu kin v mn hc tin quyt: Hon thnh chuyn 04

- Tm tt ni dung: Xt dao ng phi tuyn ca h 1 bc t do trong trng hp

h bo ton cng nh h hao tn. Trnh by cc c im ca qu trnh dao ng

v cc m hnh thc tin tng ng. Nu phng php ton hc kho st cc

dao ng . Xt dao ng di tc ng ca lc kch ng, dao ng tham s

v t dao ng ca h phi tuyn 1 bc t do.

7. Phng trnh vi phn nng cao - S tn ch 3 (Advanced Differential

Equations)

34

- iu kin v mn hc tin quyt: hc c mn ny hc vin phi kin

thc v gii tch, i s tuyn tnh phng trnh vi phn, phng trnh o hm

ring, hm bin phc...

- Ni dung chnh: Mt s b sung v h phng trnh vi phn, l thuyt n nh,

phng php hm Liapunov.

8. Php tnh tenx trong c hc - S tn ch 3 (Tensor Calculus in Mechanics)

- iu kin v mn hc tin quyt: Hon thnh chng trnh o to c nhn

Ton C hoc tng ng.

- Tm tt ni dung: Trnh by php tnh tenx gn lin vi nhng ng dng

trong c hc, c th l:

+ Cc khi nim v tenx v thnh phn vt l ca tenx.

+ i s tenx

+ Tenx trong khng gian Euclide, cc ton t vi phn v cc nh l tch phn.

9. Cc phng php s hc trong c hc nng cao - S tn ch 3 (Advanced

numerical Methods in Mechanics)

- iu kin v mn hc tin quyt: hc mn ny hc vin phi c hc cc

mn nh gii tch, phng php tnh, i s tuyn tnh, cc ngn ng lp trnh...

- Mn hc ny nhm trang b cho hc vin cc phng php s m c s dng

nhiu trong vic gii cc bi ton c hc, gn lin vi vic s dng my tnh.

Ni dung chnh bao gm: Phng php phn t hu hn, phng php phn t

bin, phng php gn ng lin tc gii cc bi ton phi tuyn, cc phng

php bin phn.

10. Phn tch tm- S tn ch 03 (Anaylysis of plates)

Mn hc gm ba chng:

- Chng 1 trnh by c ng l thuyt tm c in, cc phng php Navier, Lvy, ng dng vo vic phn tch cc bi ton tm ta bn l, ngm,

tm c dm , gi , tm trn nn n hi, tm trc hng.

- Chng 2 trnh by phng php sai phn v phng php phn t hu hn gii cc bi ton tm ch nht, tm a gic, tm vi cc iu kin bin

khc nhau.

- Chng 3 trnh by l thuyt bin dng trt bc nht v bc ba cho tm chu un

11. Truyn sng trong mi trng n do - S tn ch 03 (Wave Propagation

in Elasto-Plastic Media)


Ton C hoc tng ng v chuyn 05, 06, 09.

- Tm tt ni dung:

35

+ ng lc hc cc mi trng phi n hi: cc tnh cht ng lc hc ca vt

liu, cc l thuyt do, cc mi trng nhy cm vi vn tc bin dng.

+ Sng, mt gin on, iu kin lin tc trn mt gin on.

+ Cc kin thc v phng trnh o hm ring ng dng gii bi ton truyn

sng.

+ Sng phng mt chiu

+ Sng cu v sng tr.

12. Cc phng php s trong dao ng phi tuyn - S tn ch 3 (Methods in

Nonlinear Oscillation)


- Tm tt ni dung:

+ Gii thiu chung v dao ng phi tuyn v cc phng php nghin cu dao

ng phi tuyn hin nay.

+ Phng php cn bng iu ho.

+ Phng php tham s b.

+ Phng php trung bnh ho

+ Phng php mt phng pha.

13. Nhit n hi - S tn ch 03 (Thermo Elasticity)

iu kin v mn hc tin quyt: Hon thnh chuyn 07

- Tm tt ni dung:

+ Trnh by c s nhit ng lc ca n hi nhit

+ Cc phng trnh c bn ca bi ton nhit ta tnh, thit lp v biu din

nghim ca bi ton n nhit theo chuyn v, thit lp bi ton n nhit theo

ng sut.

+ Cc nh lut c bn v bi ton truyn nhit i vi trng nhit dng v

khng dng.

+ Bi ton phng n hi nhit: thit lp bi ton v gii trong mt vi trng

hp c th.

14. Dao ng ca h n hi - S tn ch 3 (Vibration of Elastic Systems)


Ton C hoc tng ng.

- Tm tt ni dung: Xt dao ng ca h n hi (vt rn bin dng), c th l:

36

+ Nu cc khi nim c bn: s bc t do ca h n hi, phn loi lc v cch

thit lp phng trnh chuyn ng.

+ Dao ng t do ca thanh, bn.

+ Dao ng cng bc ca h tuyn tnh mt hoc nhiu bc t do.

+ Dao ng thng s trong trng hp tham s c trng vt l hoc ti trng

thay i tun hon.

15. n nh ca h bin dng - S tn ch 3 (Stability of Deformation Systems)


- Tm tt ni dung:

+ Gii thiu cc khi nim c bn v n nh v cc tiu chun n nh.

+ Xt n nh ca thanh chu nn vi cc iu kin bin khc nhau.

+ n nh ca bn mng, mt s bi ton c th.

+ n nh ca v mng, v tr, v cu.

16. C hc vt liu Composite nng cao - S tn ch 3 (Mechanics of

Composite Materials)

- iu kin v mn hc tin quyt: Hon thnh chuyn 12 v 07

- Tm tt ni dung: Nhc li mt s vn chung ca c hc vt rn bin dng

+ Trnh by cc nguyn l bin phn ng dng trong c hc vt liu Composite

+ Cc c trng hiu qu ca vt liu composite

+ Phng php trung bnh ho i vi vt liu c cu trc tun hon.

+ t bi ton theo chuyn dch ng sut v xt mt bi ton c th ca

composite lp n hi.

17. Bi ton n nh tnh ca kt cu c c tnh bin thin

Static stability of functionally graded material structures

Mn hc cung cp cho NCS cc khi nim c bn v n nh v cc tiu

chun n nh, cc h thc c bn v iu kin bin gii bi ton n nh ca

kt cu c c tnh bin thin (FGM). Kho st chi tit hai kt cu tm v v tr,

xy dng cc h thc tm ti ti hn v ng cong ti vng sau vng.

18. Cc phng php tm phng trnh tn sc dng hin ca sng mt

Rayleigh

Methods for finding the explicit secular equations of Rayleigh surface waves

Ni dung ca chuyn bao gm cc phng php sau: phng php vc

t phn cc, phng php tch phn u, phng php ma trn tr khng,

37

phng php Ting. Chuyn cng trang b cho NCS cc kin thc c bn v l

thuyt n hi d hng, l thuyt n in, l thuyt n hi c ng sut trc.

19. L thuyt bn v mng

Theory of Thin Plates and Shells

- Tm tt ni dung:

+ Trnh by cc c im ca bn, v mng v cc gi thit c bn i vi

chng

+ C s hnh hc vi phn ca mt

+ Thit lp h phng trnh c bn i vi bi ton c hc bin dng ca bn v

v mng.

+ Cc bi ton un v dn bn mng

+ L thuyt phi momen ca v trn xoay, v tr trn.

+ L thuyt tng qut ca v tr trn, v trn xoay.

+ L thuyt v thoi.

20. C hc h nhiu vt (Mechanics of Multibody System)

- Tm tt ni dung:

+ Trnh by cc kin thc c bn v ng lc hc ca h nhiu vt rn.

+ Kho st chung v h nhiu vt, phn tch chuyn ng ca h c cu trc

hnh cy, h vi khp c lin kt hlnm tu .

+ Va chm trong h nhiu vt vi lin kt hlnm.

21. Vt liu c tnh bin thin

- Nhm trang b cho NCS lin h tng qut gia ng sut v bin dng trong

vt th n hi d hng. Kho st cc tnh cht n hi khi vt liu c mt mt

phng i xng, c ba mt phng i xng, c li hnh lp phng v vt liu

ng hng. Xy dng mi lin h gia cc hng s n hi. Chuyn cng

trang b mt s vn v vt liu c c tnh bin thin l vt liu hin ny ang

c quan tm nhiu.

22. Phn tch ng lc phi tuyn ca tm v v c c tnh bin thin

Mn hc nhm trang b cho NCS nhng kin thc c bn nh l: Khi

nim v tiu chun n nh ng, cc lin h c bn v phng trnh ch o

cng nh cc iu kin bin, iu kin u gii bi ton n nh ng ca tm

v v c c tnh bin thin. Xy dng cc ng cong p ng ng lc.

Chuyn cng trang b bc u nhng vn lin quan n dao ng ca kt

cu.

23. Phng php iu kin bin hiu dng v sng Rayleigh trong lp t

trn bn khng gian

38

Ni dung ca chuyn bao gm: dng ma trn ca l thuyt n hi, l

thuyt n in, l thuyt n hi c bin dng trc, phng php iu kin

bin hiu dng, p dng phng php iu kin bin hiu dng tm cc

phng trnh tn sc xp x v chnh xc ca sng Rayleigh truyn trong lp t

trn bn khng gian i vi cc mi trng n hi, n in, n hi c bin

dng trc.

24. Thun nht ha cc bin phn chia hai chiu c nhm cao

Ni dung ca chuyn bao gm: dng ma trn ca l thuyt n hi, l

thuyt n in, l thuyt n nhit, phng php thun nht ha, phng trnh

thun nht ha dng hin ca l thuyt n hi, l thuy n in trong min

hai chiu cha bin phn chia c nhm cao, s phn x, khc x ca sng n

hi SH i vi bin phn chia c nhm cao.

6. So snh chng trnh o to xy dng vi mt chng trnh o to tin

tin ca nc ngoi ( s dng xy dng chng trnh)

a) Gii thiu v chng trnh c s dng xy dng chng trnh:

- Tn chng trnh, tn vn bng sau khi tt nghip: Mechanical Engineering,

University of Washington.

+ Master of Science in ME (m cc mn hc l MSME)

+ Master of Science in Engineering (m cc mn hc l MSE)

+ Master in Mechanical Engineering (m cc mn hc l ME)

+ Aeronautical and Astro (m cc mn hc l AA)

+ Oceanography (m cc mn hc l OCEAN)

- Tn c s o to, nc o to: University of Washington, Seatle, USA

- Xp hng ca c s o to, ngnh o to: Theo USA Graduate School Ranking

(2013) th th hng ca chng trnh o to sau i hc ngnh Mechanical

Engineering ca University of Washington l v tr th 24.

b) Bng so snh chng trnh o to

39

STT

Tn mn hc trong chng

trnh o to tin tin ca

nc ngoi

(Ting Anh, ting Vit)

Tn mn hc trong

chng trnh o to

ca n v


Thuyt minh v

nhng im ging v

khc nhau gia cc

mn hc ca 2

chng trnh o to

1.

C hc mi trng lin tc

nng cao

Advanced Mechanics of

Continuous Media

ME503: Continuum

Mechanics

C hc mi trng lin

tc

V c bn l ging

nhau

2.

Phng trnh o hm ring

nng cao

Advanced Partial Differential

Equations

AMATH569: Advanced

Methods for

Partial Differential

Equations

Phng trnh o hm

ring nng cao

V c bn l ging

nhau

3.

Dao ng phi tuyn

Nonlinear Oscillation

ME589: Vibrations

(nonlinear and random

dynamics)

Dao ng (phi tuyn v

h ng lc ngu nhin)

4.

Phng trnh vi phn nng cao


Equations

AMATH568:Advanced

Methods for Ordinary

Differential Equations

Phng trnh vi phn

thng nng cao

V c bn l ging

nhau

5.

Php tnh tenx trong c hc

Tensor Calculus in Mechanics

Tensor Algebra

and Tensor Analysis

for Engineers

i s v gii tch

tensor cho k s

S dng gio trnh ca

RWTH Aachen

University

6.

C hc cht lng nng cao

Advanced Fluid Mechanics

ME431: Advance Fluid

Mechanics

C hc cht lng nng

cao

7.

C hc cht lng tnh ton

Computational Fluid

Mechanics

ME534A/B: Fluid

Mechanics

C hc cht lng

8.

Cc phng php s trong c

hc nng cao

Advanced numerical Methods

in Mechanics

ME535 Computational

Techniques in

Mechanical Engineering

Cc phng php s

trong C hc k thut

V c bn cc phng

php trnh by trong

hai gio trnh kh

tng ng

9. Phn tch tm

Anaylysis of plates

AA431: Plates and

Shells

Tm v v

40

STT

Tn mn hc trong chng


nc ngoi


Tn mn hc trong

chng trnh o to

ca n v


Thuyt minh v

nhng im ging v

khc nhau gia cc

mn hc ca 2

chng trnh o to

10.

Truyn sng trong mi trng

n do

Wave Propagation in Elasto-

Plastic Media

ME520: Seminar

Seminar

11. Nhit n hi

Thermo - Elasticity

ME521:

Thermodynamic

Nhit ng lc hc

12. Chun on k thut cng trnh

Structures Diagnostics

CEE502: Structural

Dynamics

ng lc hc cng trnh

13. Dao ng ca h n hi

Vibration of Elastic Systems

ME470 Mechanical

Vibrations

Dao ng h c hc

V c bn l ging

nhau

14.


ng phi tuyn


Oscillation

ME 599: Special Topics

on Dynamics and

Vibration

Cc vn c bit v

h ng lc v dao ng

15.

n nh ca h bin dng

Stability of Deformation

Systems

ME520: Seminar

Seminar

16.


nng cao


Composite Materials

MSE 563 Advanced

Composites: Design

and Manufacturing

(3)

C hc vt liu

composite nng cao:

Thit k v sn xut

Nhng vn l thuyt

c cp su hn

nhng c rt t nhng

vn ng dng khi so

snh vi CT ca UW.

17. n nh chuyn ng

Stability of Motions

ME520: Seminar

Seminar

18.

C hc h nhiu vt


System

PHYS505: Mechanics

C hc

19.

L thuyt bn v mng


Shells

ME598: Topics in

Research

Cc ch trong nghin

cu

20. Vt liu c tnh bin thin ME440: Advance

Mechanics of Materials

41

STT

Tn mn hc trong chng


nc ngoi


Tn mn hc trong

chng trnh o to

ca n v


Thuyt minh v

nhng im ging v

khc nhau gia cc

mn hc ca 2

chng trnh o to

and Solids

C hc nng cao v vt

liu v vt th rn

21.

Bi ton n nh tnh ca kt

cu c c tnh bin thin

ME598: Topics in

Research

Cc ch trong nghin

cu

22.

Phn tch ng lc phi tuyn

ca tm v v c c tnh

bin thin

ME520: Seminar

Seminar

23.

Cc phng php tm

phng trnh tn sc dng


ME520: Seminar

Seminar

24.

Phng php iu kin bin



gian

ME520: Seminar

Seminar

25.

Thun nht ha cc bin

phn chia hai chiu c

nhm cao

ME520: Seminar

Seminar

7. Hng dn thc hin chng trnh o to

Chng trnh o to chun ko di 3 nm.

Nm th nht:

NCS hc ting Anh (4TC) cc mn hc phn TS (9TC) v chuyn TS C

hc vt th rn (6TC). Thu thp ti liu tng quan cho Lun n.

Nm th hai:

NCS hc lm Tiu lun TS (2TC); bt u nghin cu cc vn trong lun

n do GV hng dn a ra, vit bi bo khoa hc.

Nm th ba: Vit bi bo khoa hc, hon thnh lun n TS.

42

Ph lc: Mn hc thuc hc phn tin s CHVTR

Cc hc phn bt buc

MAT8049 Bi ton n nh tnh ca kt cu c c tnh bin thin

Static stability of functionally graded material structures

MAT8051

Cc phng php tm phng trnh tn sc dng hin ca sng

mt Rayleigh

Methods for finding the explicit secular equations of Rayleigh

surface waves

Cc hc phn t chn

MAT8047 L thuyt bn v mng

Theory of Thin Plates and Shells

MAT8046 C hc h nhiu vt

Mechanics of Multibody System

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