I HC NNG

I HC NNG

TRNG I HC BCH KHOA

Khoa: Cng ngh Nhit - in lnhCNG HA X HI CH NGHA VIT NAM

c lp T do Hnh phc

CNG CHI TIT HC PHN

a. Tn hc phn:

K thut nhit

(Thermal Engineering)b. M hc phn:

c. S tn ch:

2d. Phn b thi gian:

Ln lp: 30 tit; T hc: 60 tit.

e. B mn ph trch: C s k thut nhit.f. iu kin tin quyt, hc trc, song hnh:Xem chi tit ni dung Chng trnh o tog. Mc tiu hc phn

V kin thc: Sau khi hc xong hc phn, sinh vin c th Trnh by c cc cc khi nim, cc nh lut c bn ca nhit ng k thut v truyn nhit. Vn dng c kin thc gii cc bi ton thng gp lin quan n nhit ca ngi k s;V k nng:Sau khi hc xong hc phn, sinh vin c kh nng: Lm vic nhm hon thnh mt s bi tp lin quan; Tm kim ti liu chuyn ngnh bng ting Vit v ting Anh; T hc, nghin cu.V thi :Sau khi hc xong hc phn, sinh vin bit r nhng lnh vc lin quan n kin thc thuc ngnh nhit, t ci nhn tng quan v cng vic ca ngi k s.h. M t tm tt ni dung hc phn

Truyn nhit trnh by cc inh lut nhit ng, cc qu trnh v chu trnh nhit ng l thuyt; l thuyt v phn b nhit v trao i nhit, v cch ng dng n tnh ton thit k hoc kim tra cc qu trnh hay thit b trao i nhit.i. Nhim v ca sinh vin

Nghin cu gio trnh, chun b cc kin, cu hi, xut khi gio vin ln lp. Chun b cc dng hc tp lin quan n ni dung chng trnh.

Lm cc bi tp c yu cu.

j. Ti liu hc tp

[1] Hong Ngc ng, Thi Ngc Son. K thut nhit. Nh xut bn Xy dng. 2015 [2] Bui Hai, Hoang Ngoc ng. Bai tp ky thut nhit. Nh xut bn Khoa hc k thut. 1999[3] Phm L Dn, ng Quc Ph. Bi tp c s K thut nhit. Nh xut bn Gio dc. 2009 [4] S.P. Sukhatme. Textbook Of Heat Transfer. 4th Ed, Universities Press. 2006 k. Tiu chun nh gi sinh vin

nh gi kt qu hc tp ca sinh vin theo Quy ch o to i hc v cao ng h chnh quy theo h thng tn ch (ban hnh km theo Quyt nh s 43/2007/Q- BGDT ngy 15 thng 8 nm 2007 ca B trng B Gio dc v o to).

l. Phng php nh gi hc phn

Thang im 10 c s dng nh gi cc im kim tra hc phn, im nh gi thnh phn, im thi kt thc hc phn v im hc phn. im hc phn l tng im ca tt c cc im nh gi thnh phn ca hc phn nhn vi trng s tng ng, c th:

Ni dungChuyn cn, bi tpKim tra gia kThi kt thc hc phn

Trng s (%)203050

m. Ging vin ph trch

H & tn ging vinin thoiEmail

Hong Ngc ng0913453395; 0935245445hndong@dut.udn.vn

Nguyn Quc Huynqhuy@dut.udn.vn

Hunh Ngc Hng0914084550hn_hung@yahoo.com

Thi Ngc Sn0905164949thaingocson@gmail.com

M Phc Hong0905.089399nhietlanhdng@gmail.com

L Th Chu Duyn0905.234342lechauduyen@gmail.com

Phm Thanh0987069974phthanh55@gmail.com

Bi Th Hng Lan

0982123951bthlan1509@gmail.com

Trn Vn Vang0913.404678bkmt69@gmail.com

Phm Duy V0913412513phamduyvubk@gmail.com

n. Ni dung chi tit hc phnPhn th nht. Nhit ng k thut

14tChng 1. Khi nim m u;

(3+1)t

1.1. Khi nim c bn

1.1.1. i tng v phng php nghin cu

1.1.2. Khi nim v nhit v cng

1.1.3. H nhit ng

1.1.4. Trng thi v thng s trng thi ca h nhit ng

1.1.5. Qu trnh nhit ng ca mi cht v cc loi cng

1.2. Phng trnh trng thi ca kh l tng

1.2.1. Kh l tng v kh thc

1.2.2. Phng trnh trng thi ca kh l tng

1.2.3. Khai nim v hn hp kh l tng

1.3. Nhit dung ring ca cht kh

1.3.1. nh ngha, phn loi v quan h gia cc loi nhit dung ring

1.3.2. Tnh nhit lng theo nhit dung ring

Chng 2. Cc nh lut v cc qu trnh nhit ng c bn;

(3+1)t

2.1. nh lut nhit ng I

2.1.1. Pht biu nh lut nhit ng I

2.1.2. Cc dng biu thc ca nh lut nhit ng I

2.2. Cc qu trnh nhit ng c bn Ca kh l tng

2.2.1. C s l thuyt v ni dung kho st mt qu trnh nhit ng

2.2.3. Kho st qu trnh a bin

2.2.4. Kho st cc trng hp c bit ca qu trnh a bin

2.3. nh lut nhit ng II

2.3.1. Cc loi chu trnh nhit ng v hiu qu ca n

2.3.2. Mt vi cch pht biu ca nh lut nhit ng II

2.3.3. Entropi ca h nhit ng

Chng 3. Cc qu trnh trnh nhit ng thc t (2)t

3.1. Hi nc v cc qu trnh ca n

3.1.1. Hi nc va ng dng

3.1.2. Qu trnh ho hi ng p ca nc

3.1.3. Xc nh cc thng s trng thi ca hi nc

3.2. Khng kh m

3.2.1. nh ngha, tnh cht v phn loi khng kh m

3.2.2. Cc i lng c trng cho khng kh m

3.3. Cc qu trnh nhit ng thc t

3.3.1. Qu trnh sy

3.3.2. Qu trnh lu ng

3.3.3. Qu trnh tit lu

3.3.4. Qu trnh nn

Chng 4. Cc chu trnh nhit ng thc t

(3+1)t4.1. Chu trnh ng c t trong

4.1.1. Chu trnh cp nhit hn hp

4.1.2. Cc chu trnh c bit khc v nhn xt

4.2. Chu trnh nh my nhit in dng tuc bin hi nc (Renkin)

4.3. Chu trnh thit b lnh c my nn hi

4.3.1. S thit b ca chu trnh lnh my nn hi

4.3.2. H s lm lnh

Phn th hai. Truyn nhit

16tChng 5. Cc khi nim c bn v truyn nhit

2t5.1. M t qu trnh trao i nhit

5.1.1 c im ca qu trnh trao i nhit

5.1.2. Cc phng thc trao i nhit

5.2. Cc khi nim c bn ca truyn nhit

5.2.1. Trng nhit v mt ng nhit

5.2.2. Gradient nhit v dng nhit

Chng 6. Dn nhit n nh

(3+2)t6.1. nh lut fourier v h s dn nhit

6.1.1. nh lut fourier

6.1.2. H s dn nhit (6.1.3. Phng trnh vi phn dn nhit

6.2.2. Cc iu kin n tr cua bai toan dn nhit

6.3. Dn nhit n nh khi khng c ngun nhit bn trong

6.3.1. Dn nhit qua vch phng

6.3.2. Dn nhit qua tr

Chng 7. Trao i nhit i lu

(2+1)t7.1. Cc khi nim c bn

7.1.1. nh ngha v phn loi trao i nhit i lu

7.1.2. Cng thc Newton v h s trao i nhit

7.1.3. Cc yu t nh hng ti ta nhit i lu

7.2. Cch xc nh h s to nhit i lu

7.2.1. Cc tiu chun ng dng v phng trnh tiu chun ca to nhi i lu

7.2.2. Cach xac inh h s ta nhit i lu

Chng 8. Trao i nhit bc x

(2+1)t8.1. Cc khi nim c bn

8.1.1. c im ca qu trnh trao i nhit bc x

8.1.2. Cc i lng c trng cho bc x

8.1.3. Cc h s A, D, R v (8.2. Cc nh lut c bn ca bc x

8.2.1. nh lut Planck

8.2.2. nh lut Stefan Boltzmann

8.2.3 nh lut Kirrchoff

8.3. Trao i nht bc x gia hai mt bao nhau

8.3.1. Khi khng c mn chn bc x

8.3.2. Cc trng hp c bit

Chng 9. Truyn nhit - Thit b trao i nhit

(2+1)t9.1. Trao i nhit phc hp v truyn nhit

9.1.1. Khi nim v trao i nhit phc hp v truyn nhit

9.1.2. Truyn nhit qua vch phng

9.1.3. Truyn nhit qua vch tr

9.1.4. Tng cng truyn nhit v cch nhit

9.2. Thit b trao i nhit

9.2.1. nh ngha v phn loi

9.2.2. Cc phng trnh c bn tnh nhit cho TBTN

9.2.3. Xc nh chnh trung bnh

TRNG KHOA

Nng, ngy thng nm 2015TRNG B MN

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