qUANLtTHEDUCTHinUO 6ANH GIA HIEU qUA 6IAI PHAP NAN6 CAO CHAT LtfllNG DAY VA HOC NOI DUNG THE DUC NHjP BIEU CHO 0 0 ! TUllNG SINH VIEN PHO'''' TU TRirONG BAI HOC T IE DUC THE THAO B A C NINH Binh Khinh Th[.]
Trang 16ANH GIA HIEU qUA 6IAI PHAP NAN6 CAO CHAT LtfllNG DAY VA HOC NOI DUNG THE DUC NHjP BIEU CHO 0 0 ! TUllNG SINH VIEN PHO' TU
TRirONG BAI HOC T I E DUC THE THAO BAC NINH
Binh K h i n h Thu*
Tom lit
Tren ccr so nghien ciru tieu chi danh gia, xic dinh hi$u qud gidi phap nSng cao ch^t
luong d^y va hpc npi dung The dye nhjp di0u cho d6i tugng sinh vign ph6 tu Truding D^i hoc TDTT BJc Ninh
Tir khoa: Giai phdp day vi hpc T h i dye nhjp di$u, sinh viSn phd hj
Assess the effectiveness of measures to improve the quality of teaching and learning content Aerobics for general student audience tu Bac Ninh Sports
Summary:
On Ihe basis of research evaluation criteria, identify effective solutions to improve the quality of Aerobics teaching and learning content for general student at Bac Ninh Sports University
Keywords: Solutions Aerobics learning and teaching, general students
OAT VAN DE
Niing eao chin lui,mg dao tao can phai
duoc lien hanh tir cip bd mdn sin phiim diio
tan ra phii duoc xa hpi tbira nhan Chucmg
trinh T l ) \ n cho ddi tu^niu sinh vien phd tu
Irien khai giang day da trdn 10 nam sdi sy
phat trii'ii manh me eua phong trio tap luycn
TDM) hien nay bp mdn The dye Trudng
Dai bpc TDTT li.ic \ i n b da danh gui thye
trang nhirng ban chi' trong cdng tac day vii
hoc npi dung TI)\D, lir dd di xuit sa Iricn
khai Irong Ihyc lien 5 giai phap Thdng qua
3 neu chi danh giii chat lupng giang day cua
giio s li-n sii 3 lieu chi danh gii chal lupng
hpc cua sinh vien khang djnh dupe giiii
phap da CO hieu qua nang cao trinh dp va
nang lyc cua giao sien cung nhu nang cao
nhan Ihirc sa ket qua hoc lap cua sinh sien
trong mdn I D \ D
PHl/ONG PHAP NGHIEN ClJU
Phutmg phap phan tich sa tdng hpp tii
lieu, phuimg phap phong sin bang phicu
phuimg phap kii-ni tra su pham phuong
phap thye nghiem su pham s a phuong phap
loan hpc Ihdng
ki-KET QUA NGHIEN ClAJ VA BAN LUiliN
1 Li^a chpn tieu chi d i n h gid hi^u qud giai phdp ndng cao chdt lu'p'ng d^y
vd hpc npi dung T D N D cho d6i tu'p'ng sinh vien ph6 tu Tru'6'ng £)?i hpc TDTT Bde Ninh
Co sd ly luan lya chpn tieu chi dinh gii; -Thang dd nhan thirc cua Blooin (hpi nghj Hpi TiiiTi ly hpc Ms niim 1948 ) dupe chia thanh 7 ciip tit don gian den phire tap nhu sau; 1 Nhd; 2 Hicu 3 .Ap dyng; 4 Phan tich; 5 Tdng hpp; 6 Dinh giii; 7 Sang mo Nhu vay ciic lieu chi can danh gui dupe mire
dp bicn ddi cua ngudi hpc theo cic mire dp nhin thirc khic nhau sc I D \ D sau khi hpc xong chuong Irinh
Tieu chi diinh gii can xac djnh dupe mire dp bicn ddi ve irinh dp s a ning lyc ctia giao vien ciing nhu tinh lich cyc chu dpng cua sinh vien sau khi ip dyng giai phap Dya s ao co so trcn, ehiing ldi chpn dupe
3 lieu chi dinh gii chat lupng day TDND ciia giao vien gdm; (Trinh di iliuycn mdn; Nang lyc su pham; NSng lyc lu chirc quan li gid hpc TDND); 3 lieu chi danh gia chii
Trang 2W TM H I M una HI TMO -SOflACBlllZMll
lupng hi,K T D N D ciia Mnh s icn gdm; i Muc
d(i n h i n thirc; Dpng co hpc lap s i ki'i qua
hpe tap I
2 D a n h gid h i ^ u qud cua gidi p h d p
2.1 Danh gid hifu qui giii phap nang
cao chal lu-^ng day npi dung TD\D eho
doi lirong sinh vien pho lu Truimg Dai hoc
TDTT Bic.Mnh
Bdng 1 So sdnh hi^u qua gidng d^y ndi dung TDND tnrirc vi sau t h y e nghiem
(n = 8)
Sau khi tri^n khai i p dyng cac g i i i phap chiing tdi li^n h i n h phdng s an S g i i o vien true tii'p tham gia g i i n g das TDND cua bp mdn Ndi dung phdng van dira iri'ii 3 lieu chi
d i n h gia muc dp thay doi s c trinh dp s a nang lyc cua g i i o vien trude sa sau thye nghiem i p dung g i i i p h i p
n
1
-2
-3
Tieu chi danh gia Trinh d9 chuyen mcin cua gian sien
Lam chu dmic kii'n ihirc cliu ddng chusi-n iziao kii'n
thirc TDNI)
Bam sat muc ni-u chiranc liiiih
Apduii'.^ ^iMi- ii'jlic n.Migday hpc
Nfing luc su phiini cua giio vien
Kich Ihich lu duy cua nguin hpc s a lin eudn hp trong
qua trinh Icn Idp
Tao dicu kien tinh hudng cho sinh s li-n dune thoa man
nhu ciiu ty the hien bin than sa md rpng kii-n thirc
thdng qua hoat dpng hpc lap
Ndng lyv to chirc quan li giir hgc TDND
Dam bao mpi thanh s li-n Irong lup di-u Ihuiui Ici lic['
I!HI kii'n thirc
1 o chue Idl boat dpng su pham cua ngudi das \ i
nguiri hpc Iheo hudng phat huy tinh tich cyc chu iliuic
sang lao cua ngudi hpc
Irudc I N
n i l
S
s
11
4
0
s
4
11 l | ',,
100
100
0
.SII
0
100
50
Sau TN
m i
S ,s;
s
s
s
s
8
Ti If %
100
100
100
100
100
100
100
k c l qua phong \an 6 bang I cho ihay:
Truoc ihuc nghi(;m:
Trinh ilo cua giao vien bp mon ve
I D M ) rat loi nhung khong eo dicu ki^n ap
d\ing Cling nghe da\ hpe hi?n dai irung thuc
ticn da\ hoc
- \ a i i e t^rc su ph^im eiia giao \ icn khong
dupe ihc hicTi nhicu, kha nang kich Ihich l u
du\ \ a loieuon ugirm hpc chi dgt muc 50".>;
khong lao iliroc iIicu kii^n eho sinh vien phat
huy ndng lye ehu dpng sang tgo;
- ("huimg irinh cu khong lao dieu ki?n
eho iigirtTi giao \ ien to chue tot hogl dpng su
ph^uii eua ngucri d^y \ a nguoi hpc iheo
hm'mg phai huy linh lieh eye chu done, sang
Sau thye nghiem:
- Tat ca eac \an i.\c han chc dupe giai
quyci (10(1",, y kien lan thanh) Kel qua da chung minh 5 giai phap de lai dai ra dae bigl giai phap cai lien noi dung, lien trinh,
phucmg phap giang LII\ noi dung kiem tra
danh gia da tao nhung bicn doi theo huong nang eao irinh do \ a nang lyc ciia gi^o vien, dua ngucn iha> \ c dung vi tri "nguoi thay -nguoi tao dieu kicn" "ngucri thay -nguoi
to chue" thuc hi?n diing phuong cham day hpe "lav ngucn hpc !am trung tam"
2.2 Danh u'id hi^u qua ctia ^iui phdp nang cue chat Im/tig h{fc niii dung Tf).\l) ciia sinh vien pho tu Truimg Dai h{ic
Trang 3QUAN LY THE DUC THE THAO
4\
De giai quyet sin de tren, ehiing ldi da lien hinh phdng van s i quan sal su pham ddi tucmg nghien ciru, sau khi sinh sien hpc .\ong chucmg trinh TDND
Ndi dung phdng van dya tren kcl qui ctia
s icc phan 7 ciip mire dp nhan thirc cut Bloom irng dyng sao npi dung TDND Bang 2 Ket qua phong van ddnh gid mijc dp thay ddi trong nh$n thirc cua nh6ni
thipc nghiem va doi chung ve TDND sau thai gian t h ^ nghiem
Dya tren 3 lieu chi iMirc dp nhjn thuc;
Dpng CO hpc tap s a ket qua hoc tap) dc dinh
gia chat lupng hpc TDND cua sinh vien;
Thir nhii; Danh gia mire dp thas ddi nhan
thirc cua sinh sien se TDND sau khi hpc
xong ehuong trinh
TT
1
2
3
4
5
6
7
Pban cmp mtrc
(I9 abf 0 thac
cua BhKtm
Nho
Hieu
Ap dung
Phan Iich
Tong hpp
Dunh gia
Sang tao
Tieu chi danh gia
Thupc bai TDND mau
Co kha nang giang giai Ihi pham k> thuat
Co the ap dyng kien thiic da hpc \ a o eac tinh
huong khae nhau (bicu dien, thi dau)
Co the phan tich cac vcu to kien thuc viS TDND
(ky thuat dpi hinh, am nhac)
Co the tich hiTp cac khia eanh khae nhau cua kien
thuc ve T [ ^ \ n thanh kien thuc cua rieng minh
Co the danh gia cac kien thuc TDND dupe Irang
bi theo quan diem v^ hieu biet cua ban than de
dua ra cac \ an de tucmg
tU-Dua ra nhijng diem moi iren ca so nhung kicn
ihirc thu nhan dupe
Nhom DC
(n=34)
mi
}A
15
5
0
0
0
0
%
100 44.1
14.7
0
0
0
0
Nhdm TN (n=34)
mi
34
25
30
2S
-IT
21)
0
••
KK)
"3,5
.SS2
,s:.3
64.7
58 8
'
Ki'i qua phong van cho thay ncu d nhdm
Jdi chung mire dp nhan thuc cua sinh s icn s c
IDND chi dimg d cip dp 3 s a ti 1? dat khdng
cao Cy the cip dp 1 (nhd) cd 100% sinh s idn
thupc bii TDND mau; cip do 2 (Hii'u): Sinh
vien cd khi nang giang giai thi pham ky thuat
bii mau nhung ti Ic cbi dat 44.1% ; ngoii ra
chi CO 14." "0 d?t cip dp 3 cd khi nang ap
dyng kien Ihirc da hpc vio cic tinh huong
khic nhau (bieu dien thi diu) Kdt qui phdng
s in dii chimg td trude khi ip dung giii phip,
chucmg trinh TDND khdng cd tic dung bidn
ddi Idn Uong nhan thirc ciia sinh vien Trong
khi dd, ed gin 60" „ sinh vien cua nhdm thye
nghiem dat cip d trong nhan thirc vi IDN I),
bicu hien d kha nang nhd hidu s i ip dung
kicn thirc sdi ti If rat cao lir "'3.5"o -100%,
ngoii ra hp con cd ihi phin tich, tdng hpp s i
danh gia cic kicn thirc de dua ra cac sin de tuong ty (lim chit kicn thuc) Chimg Id, cic giai phip da cd tie dung nang cao nang lye
s ii nhan thirc ciia ngucri hpc
Dc tang tinh khich quan eiia kit qua nghien ciru, chiing tdi da quan sal su pham nham kiem nghipm nhihig van di; sinh s li'n tra ldi Kcl qui; Sinh vien ci 2 nhdm deu cd nang lyc tiep thu bii lip mau; tuy nhien nhdm thye nghipm do npi dung chuong trinh
cd them phin ty bien soan theo nhdm nen
cd CO hpi giing giii thj pham nhicu hon, cd nang lyc tao ra mpt bii tip mdi khic hoan toan so vdi bii 1 DND mau sdi sy vupt Irpi
vc sd lupng bai nh?c; Din hinh sa ky thual dpng lac Kcl qua phdng vin va quan sal su pham trcn ddi tupng nghien cuu chimg td
Trang 4"*" The dMC nhjp di^u da d i r p ^ dira v^o
^ giang day cho sinh vien pho tu T r u w i g
^ 1 1 ^ 1 1 ^ ^ 4 Dai hoc T D T T B S c Ninh Iron 10 nSm
- - - minh hpa)
nang cao nhan thuc ciia ngucri hoc ddi vcri PGSTS Ngu>cn T h i M> Lpe (Khoa Su
mon T D N D giup sinh \ ien chu dpng sang pham Dai hpc Quoc gia Ha Noi) tii-> la "cac igo van dung kien thire da tiep thu, dap ung nhom dpng ca khae nhau c6 lac dung ihiic
tot myc dich mon hpc da\ hpc tap ciia sinh vien khong phai dong Thir 2; Danh gia tinh tich cue ehii dong deu ma eo tinh trang thu bac cae dpng co uu ciia sinh vien thong qua dong eo hpe lap the" chimg toi da tien hanh phong van sinh
De giai quyel van de Iren dua tren phan vien 2 nhom thuc nghiem va doi chung tich \ c dung ca hpc lap ciia sinh \ ien ciia
Bang 3 Ket qua phong van danh gia dpng c a hpc TDND cua nhom t h i ^ nghiem
vk doi chCmg sau thdri gian thiPc nghiem
T I
I
2
^'
4
s
Tieu chi d i n h gia
Dnnii CO \c Jiem
i )i>nL; CO lu the hicn nang luc ban than hoac uip the nhom
Dung CO img dyng phuc vy nghe nghiep ^au nay
Dou\: CO chicm linh mon hpc
i )ung co phyc vu xa hgi
Nhom DC (n=34)
m ,
34
12
0
0
0
%
100 35.3
0
0
0
Nhdm TN (n=34)
m i
34
25
15
0
0
%
100 73.5 44.11
0
0 Kcl qua thay rang dpng co hpc T D N D
ciia nhom th\rc nghiem manh hem va eao
hon nhom doi chimg chung lo cac giai phap
do de lai dc xual da co lac dung loi cuon va
hap dan sinh vien ihiic day nhu cau \ a nang
cao \ thuc hpc tap cho ngucri hpc
Dc danh gia sau hon nhu cau va muc dp
lich cue cua sinh vien trong \iec thirc hi^n
myc lieu hpc tap, ehiing loi da thong ke so
buoi I9p ngoai khoa ciia 2 nhom sinh \ icn
(thong qua ljch ngoai khoa ciia bp mon) Kci
qua: NIUMH doi chimg co 54 lupt sinh vien
lap lu\v"n trong 6 buoi hpc; Nhom ihuc
S buoi hpc Ngu\en nhan ve su chenh Ifch tren la do nhom doi chung npi dung ngoai khoa don dieu yeu cau thi khong cao, hinh ihiic ihi ea nhan dpng co hpc tap thap nen sinh vien khong tich cue hpc lap Nguoc lai nhom ihirc nghiem do dpng co cao ihiic day hoal Jong thuc le manh me thi theo hinh thirc lap the dan den l i 1^ ngoai khoa ciia nhom na_\ eao htm
Kel qua tren cho phep khang djnh hi^u qua ciia giai phap voi \ i c e nang cao chat lupng hpc npi dung T D N D eho doi tuc^ng sinh vien pho lu Trudng Dai hpc T D T T
Trang 5Thir 3; Dinh gia ket qua hpc tap ndi dung
TDND ciia sinh vien 2 nhdm thye nghiem
s a doi chung sau thiri gian thuc nghiem
Ket qui hoc tap ciia sinh vien cuo 2
nhdm; Thuc nghiem vi ddi chiing dupe the
hien qua cic tieu chuan danh gii vi tdng cic
diim thinh phan Kel qui thdng kc thu dupe
nhu sau;
- So sanh lieu chuan dinh gii bii thi giira
2 nhdm ddi chiing s i thuc nghiem
Ncu nhu trude das chi dinh gii dupe 4
lieu chuan co bin trong mdn TDND thi cac
tieu chuan s a liep can hon vdi luat thi dia
mdn TD Aerobic
• So sinh ket qua hpc t^p npi dung TDND ctia sinh s icn 2 nhdm thye nghipm s i Jdi chimg sau thdi gian thye nghi?tn
De danh gii kit qui hpc lap npi dung TDND eua sinh sien 2 nhdm thye nghiem
va ddi chimg sau thdi gian thye nghi?m, sau khi kel thiic chuong trinh Bp mdn The dye tien hinh td chirc thi cho 2 nhdm ddi chimg
s a thye ngbipm theo eac lieu chuan da neu
o tren Ket qui thu dupe nhu sau; giai phap mdi da cho phep dinh gii dupe 8
Bang 4 So s^nh ket qua hpc t$p npi dung TDND cua sinh vien 2 nhdm thy^; nghiem
va doi chirng sau thai gian thye nghiem
D o i l u g n g
NhiMii I N | n = 3 4 l
N h d m I X ' i n 34)
\ c p l o a i (so n R i r ( ) i / % ) tiiiii
l l - l l l K l
14
3
l i i i * 41.12 9.9
K h i (7-81 d
14
6
T i It % 41.12 16.7
TB I.S-61 d
6
16
l i i i " ! , 17.(1 4(1.4
|.'-4| ll
0
?
111{ •/
0
1 5 2
K6ni
0
4
T i l f S
0 10.8
Qua bing 4 iliay rang ket qua thi npi dung
IDNI) cua nhdm thye nghiem tdt hon ban
nhdm ddi chimg the hien d ti li- sinh s li-n kha
gu)i cua nhdm thye ngbipm ili'u vupt upi so
vdi nhdm ddi chimg Nhdm ddi chimg cd ti
le smh sien gioi thip; Chiem 9.9°/o; sinh s icn
dai loai khi chi dat 16.7"o, sd sinh sien dat
muc 3-4 dicm chiem ii li' 15.2% vi van cdn
di-n 10,s % sd sinh s ien dat miic < 3 diem,
Ki'i qui nghien ciru cho thay chat lupng
giing day vi hpe lap mdn IDND dupe
ning len chirng td cic giii phip da phii
hus hieu qui trong dicu kien giing d<iy
IDND hien nas
KET LUAN
Ki'i qua nghien cira da chirng td 5 giai
phip da de xuat da cd tie dung nang cao chit
lupng day va hpc npi dung Thi dye nhip
dicu ctia sinh vien phd tu Trucmg Dai hpe
TDTT Bic Nmh
TAI LIEU THAM KHAO
I Bp mdn Thi due (2005), -Nghien cira
phip giang d^y IDND eho sinh s li'ii Trudng
Dai hpc 11)11" lie tdi \C Kll eiip ca ui,
Trudng DH TDTT Bic Nmh
2 Bd mdn 1 he dye (2010), "Nghien cira giai phap nham cai lien phuong phip giing day eho sinh vicn phd tu The dye Truimg
Dai hpc TDTT Hac Nmh" de tdi \CKHcap co.\ir Trirdng Dai hpc TDTT BicWnh
3 Khoa Su pham DH QGHN (2(1113)
Gido line hoc dqi hot Hi Ndi
4 Pham Ngpe \ i c n Li' Van Xem, \lai
Van Mudn, Nguyen Thanh Nir (1997), Tdm
ly hpc TDTT, Nxb TDTT, Ha Ndi
5 Robert M Diamond, Thii'l ki vd ddnh gid ehuong trinh vd khoa hot N \ b Jossey
-Bass - San li.inciscu
(Bdi n$p ngiy 8/10/2013, phin bifn ngiy 7/11/2013 duy^t in ngiy 23/11/2013)