BMTUVAHiiUnfillillM SflBACBitTflBII XAY DiTNG NOI DUNG GIANG DAY M O N IOC TO CHiifc QUAN LY THI D A U T H E THAO GHO S I N H V I E N NGANH QUAN LY THE DUG THE THAO TRlTfllNG DAI HOC THE DUC THE THAU[.]
Trang 1BMTUVAHiiUnfillillM -SflBACBitTflBII
XAY DiTNG NOI DUNG GIANG DAY M O N IOC
TO CHiifc QUAN LY THI D A U T H E THAO GHO S I N H V I E N
NGANH QUAN LY THE DUG THE THAO TRlTfllNG DAI HOC THE DUC THE THAU RAC NINH
Nguyin C i m Ninh*
Tir thyc trgng cdng tic gilng dgy v l nhu d u xa hOi v l ning lyc td chirc quin ty thi diu trai
thao cho sinh viln nginh Quin ly TDTT, tiln hlnh dilu chinh va xiy dyng ndi dung gilng dgy mdi cho mfin hpc Td chirc quin ly thi diu thd thao gdp phin ning cao hifu qui dio tgo cu nhin quin ly TDTT
Tir khda: NOi dung gilng dgy, tilu chl, ning lyc.thl diu thd thao, quin t^,
BUILDING TEACHING CONTENTS OF SPORTS COMPETITION ORGANIZATION AND MANAGEMENT FOR STDENTS OF SPORTS MANAGEMENT FACULTY
IN BAC NINH SPORT UNIVERSITY SummaryiFrom the training and teaching practice and social demand of Sports competition organization and management ability for the students of the Sports Management Faculty, the study adjust and build new contents for teaching the Sports competition organization and management in order to improve the effectiveness of training Sports management Bachelors
^ Keywords: teaching contents, criteria, ability, Sports competition, management, etc _ j
DAT VAN o i
Cie logi hinh td chiic hoat dfng TDTT ngiy
cing da dgng vi phong phu, hifu qui hoat dpng
ngiy cing cao, do vgy nhu ciu vl cin bp t l chirc
- quin ly trong mpi linh vyc hogt dpng TDTT
tic quin ly TDTT d nude ta trong giai dogn mfi
PHUdNG PHAP N G H I I N CITU
Qui trinh nghifn cuu da sir dyng cic phuong phip nghifn cim sau: Phucmg phip ting hpp v4 phin tich tii lifu; phuong phip phdng vin to; eing ldn, die bift li trong cdng tie t l ehiie thi dim; phucmg phip ehuyfn gia; phuong phip dau Mf Mao
Quin ly TDTT li mpt nginh hpe mdi, tii
lifu, npi dung giing dgy dang din dupe hoin
Mifn Df dim bio ehit lupng dio tgo, vife xiy
dyng npi dung giing dgy ed eo sd ly Man vi
Myc tiln li ein Milt Mpt trong nhimg npi dung
quan frpng mi Nginh quin ly TDTT hudng din
li dio tgo dupe nhimg cii nhin cd khi ning t l
quan sit su phgm; phuong phip Myc ngWfm su pham; phuang phip toin hpc thing kf
K^T QUA N G H I I N cufu vA BAN LUAN
1 Xlc djnh nhirng n$i dung c l n thilt dil
vOi kiln thirc v l ky ning T l chiirc quin ly
thi dau cua sinh viln Nginh Quin ly TDTT Trfn CO sd npi dung da giing dgy, cic nguin tii lifu vl t l chirc quin ly Mi diu Mf thao trong chuc vi xiy dyng kl hogch frong thi diu thi vi ngoii nude, qua t l ehirc hpi Mio trao dli liy
flmo Do viy, cin phii ngMen cuu dilu cMnh vi y kiln eua eie chuyen gia dk tii tiln hinh x4c
xay dyng npi dung giing dgy mfin hpc Td ehiie djnh nhimg npi dung cho mfin hpe To chiic quin quin ly Mi diu Me Mao pM hpp vdi yfu eiu xa ly thi diu thi Mao
hpi, dip ung dupc nhu ciu ciia Myc tiln edng
TS, TnflSmg b^ nti6n Quin ly TDTT, TnKmg Dai hgc TDTT Bic Ninh
Trang 2MUli BAlBAOBWAIliC
^ ^ ^ g ^ vifc xie djMi Miimg ndi dmig bd laMi dao tai Tmdng DM hoe TTITT R^ can Mietva phu hpp cho nang luc tfi chiic quin Nmh, Sd Vin b o i S • r T - T - ' h^tMdiuflifMao.dltiidatilihiMiphdng'X N I S ' ^ q S t h ^ T p M e ^ ^ S ' S ^ ' ^
B t r K ^ ' ' " ' ^ ' ^ T ' ' ' ^ ' ^ ' ' = ^ P h 6 n g v i n ' d L S b t d i ; t ; f ° ' - ^ " ' ' " ^
Bang 1 Kit qua phong van n^l dung mdn hoc t6 chOc quan ly thi d i u t h i thao rn= 7i
WCki
N$i dung phong vin
2
Scr lupc v l thi dau m l thao Bgi cuong ve thi diu thi thao
mw Tl
ITT xic(
£; Tl chi>c thi dau thi thao
Kl hogch thi diu the thao
" d i n
Kit qua phong van
Oirr
48
45
57
^ Quy tic thi diu the thao
2: Quy trinh thi diu fhl thao
57
Phuong phip fhi diu fhl thao
^ Quin If thi diu fhl fhao
Hifu qui v i aanh gia giii diu fhl thao
55
84.21
78.95
100
100
I T
49
44
85.96 77.19
57
57
56
54
47
96.49
100 98.25
94.74
57
54
57
55
100
100
94.74
55
98.33 48
96.49
tSSEB
itBa
tHi
Tren CO sd kft qui Mu dupc d bing 1, nhim
xie d,nh miic dp dong nhit giira kit qui 2 lin
phong van fren, chimg tfii tiln hinh xie dinh cM
Bing 2 G i l trj chi s6 Wilconson qua 2 lln phdna v | „
96.49
84.21
so WUconson cic nhdm ylu tfi, kit qui Mu dupe nhu trinh biy d bing 2
Nfi dung giing dgy
W
gik
Tu ket qui Mu dupe d bing 1 vi 2 cho Miy
Hiu het cic npi dung mi dl tii dua ra khio
nghiem dfu dupc eie chuyen gia dfing y lua
chpn (chiem ty If fren 77.19%), cic y kiln niy
.«» T^Z^^u! "^'^^2 ' ^ Ph6ng vin Nhu
m' '"6n hpe Tfi ehiic quinly thi diu Ml t £ o mi dl
to dua ra CO Me frang M dupe Miimg kiln Mire,
^ n f a g can Mift cho smh vifn ngaMi quin ly
a mue gii fri a = 0.05, gii frj w.inh Mu dupc
deu > Wa cho May sy khac bift khfing cd y
iwnia thong ke d ngudng xie suit P > 0.05 hav
:^2;r!,?!s.''^v^!^2'^ph^''gv^
89
Wa
gia ve npi dung giing dgy mfin Tfi chiic quin ly thi diu the Mao, dl tii tiln hinh xay dyng ehuong trinh mfin hpc Meo dimg qM djnh Phin phan phoi chuong frinh dupc hinh biy d bing
aJnZ"?J^"^J!f^ **""3 •"*" hpc Td chi>c
S u l n ^ T D * " * ~ " " * "•'"' "'*" "fl*""
3.1 Ti chdc thtrc nghiem suphpm
Toin bp qua bmh Myc ngMfm su phgm dupc
Sn.f^?'''"^."'" ^ ^ ^ "'?"« (tir Ming
08/2013 den Ming 3/2014) Ddi tupng Myc ngM?m su phgm bao glm 20 sinh vien nginh Quan ly TDTF khoi Dgi hpc 47 (n = 20), tai
cic chuven ZdC- r" "• ' ^ Ph°ng vin Quan ly TDTT khoi Dai hpc 47 (n = 20i tai
W IM Zg^v fc x^^^^^^^^ '^!! -" y "^^ ^'"T^ ^^' •'^ ™ " " « ^ NiMi L diSig k
sinh vien ngiMi quSTy ' ^' * ^ '""^ ^ ^ 0 ^ ° " ' f f vien ngiMi Quin 1^ TDTT
2 Xiy d^rng n^l dung chirona trinh ™A T ^ f^''? **"* ' " ^ g ^'^<«= hpe mfin T l
J j c Tl c h O c U n y r & t r c 2 a ^ ^ r ' ' " " " " ^ * " " ^ ^ ' ' " " ^ ' = ' ' ' ^ - ^ ' ^ " h
•Inh viln nginh Q u i n l y TDTT I vu '
Tren co sd y kiln ddng gdp ciia cie chuyen tii xie ,Sl'h v ' - * " " ' " ^ ' ^ ' ^ '^^^ "gh'^""' <*^
yen tai xac dinh Meu qua cua npi dung mdn hpc Tl
Trang 3• p
lilTIOViiHMlliailiTM sflBAcBier/aig
chiic quin ly tM dau Me thao da lua ehpn fren
ddi tupng Mue nghifm d cic ndi dung sau:
- Ning lyc tfi chiic quin ly tM dau Mf Mao
Mfing qua cac nfii dung tifu cM da xie djnh
- Kit qui kifm tra, xep loai hpc tap mfin hpc
Tfi chuc quin ly Mi dau Mf Mao
- Dinh gii ciia dia phucmg noi sinh vien
nginh quin ly Myc tap
3.2 Kit qud thuc nghifm suphpm
Sau 5 thing Mye ngMfm - Mdi diem ket Muc
mfin hpc, de tii tien hinh kiem tra dinh gii nang
lyc tfi chiic quin ly tM dau Mf Mao cua dfii
tupng nghien ciiu Mfing qua cac tieu cM da xie
djnh vi so sinh vdi khoi DH 46 Kit qui dupc
trinh biy d bing 4
Tir kit qui Mu dupc d bing 4 cho Miy: Cic
npi dung kilm tra dinh gii ning lyc tfi chiie
quin ly thi dau eua Myc nghifm da cd sy khic
bift ro rft so vdi nhdm dli ehiing vdi ttfah diu >
tbing = 1.96 d ngudng xie suit P < 0.05 Dilu dd
chimg to rang, nfi dung chuong trinh eua mdn
hpc Tfi chiic quin ly thi diu tbk Mao cho sinh
vien nginh quin ly TDTT mdi dupc xay dyng
Bing 3 Phin phii chyvng trinh
da cd hifu qui vi tic dpng tdi nang lyc td chuc quin ly ciia sinh vien nginh quin ly TDTT Mdng qua cic tifu cM kifm tra, dinh gii di xac dinh
De khang dinh ro hifu qui cic npi dung chucmg trinh mdn hpe Td chirc quin ly thi dau thf Mao da xiy dyng va iing dyng, sau khi ket Miie qua trinh Myc ngMfm, dl tii tiln hinh so sinh ket qui kiem tra, dinh gii xlp logi mfn
hpc Td chiie quin ly Mi diu tbk Mao (dupc xie
djnh bang difm kft Miie mon hpc) eua khoi DH
46 vi DH 47 nginh Quin ly TDTT Kit qui thu dupc nhu trinh biy d bing 5
Tir ket qui Mu dupe d cic bing 5 eho thiy: Khi so sinh kft qui xfp logi mdn hpc T I chiic quin 1;^ thi diu thi thao ciia doi tupng thyc nghifm vi dli chiing da ed sy khic bift ro iff vdi X^tfah = 6.777 > X^btag = 5.991 vdi P < 0.05 Dieu do khing djnh rd hifu qui cua nfi dung
mdn hpc Tfi chiic quin ly Mi diu tbk Mao dl tii
da xay dyng eho sinh vifn nginh Quin ly TDTT tgi Trudng Dgi hpc TDTT Bic Ninh
TT
1
2
3
4
5
6
7
8
9
Nfi dung
Chuong 1 So lupc v l thi diu thi thao
Chuong 2 Dgi cuong v l fhi diu fhl thao
Chuong 3 T l chijc thi diu fhl thao
Chuong 4 K l hogch thi diu fhl fhao
Chuong 5 Quy flc fhl diu fhl thao
Chuang 6 Quy trinh fhi diu the fhao
Chuong 7 Phirong phip fhi diu fhl fhao
Chuong 8 Quin 11 fhi diu fhl fhao
Chuong 9 Hifu qui v i dinh gii giii diu
Ting
Thir
Ting slgid*
2
5
7
8
4
5
5
7
2
45
Ly thuylt
2
2
i
3
3
3
3
i
1
25
gian v i hinh thirc giing dgy Bii
t i p
1
2
4
1
1
1
2
12
Thio lu|n
2
1
1
1
1
1
1
Phu>o>ng phip
Thuylt frinh, nlu vin Oh
Thuylt trinh thio lu|n nhdm
Thuylt trinh nlu vin 6i
thio lu|n NSu vin d l diln giil Trinh biy tpa dim Thuy§t trinh nSu vin <J4 thio luin Nlu vin d l thio luin Thuylt trinh thio lu|n N6u vin d l thio lufn
»
Danh gia ndng luc to ehue qudn ly thi ddu Sau thdi gian Myc tgp nghifp vy cua sinh the thao cua sinh viin ngdnh Qudn ly TDTT qua vifn DH 47 nginh Quin ly TDTT fgi Sd VSn
y kien phan hoi cdc dfa phuang hoi, Thi thao vi Du ljeh tinh Bic Ninh hi 10/2
Trang 4'Hi
B A I B A O KHIM HOC
din 7/3/2014, dk^ tiln hinh diM, gii nang lye lyMidiuMethaoquay kiln c a s d Mue tan ị
to chuc quan ly M, diu Me Mao eiia smh vien khoi DH 47 vdi DH 46 cd su k h T w ^ / - ' ^
Tit k i t q u i Mu dupc d bing 6 cho Miy: KM ^ T ^ S ^ '' " ' ^ * ^ ^ " ' ^ ^ ^ ^ ' ''^
so sinh ket qui dinh g i i nang luc td chiic quin KET LUAN
Bing 4 So sanh k i t qua kilm tra danh gia nang Urc t l c h i « quan ly thi d i u t h i thao
cua smh vien nginh Quan ly TDTT khoa dai hô4^ v?47
Test
Ket qua idem tra
OH 46 (n=21)
<y ning t l chuc hogt dfng thi diu t h i
Ihao (dilm) ^
<y ning xu (y nhCrng finh hulng phif
sinh trong thi diu thi thao (dilm)
3 <y ning lim vifc v*! ngudri Idiic (dilm)
6.27±0.48
7.66±0.51
OH 47 (n=20)
7.67±0.39 11.143
8.66±0.35 7.887
W%
6.64±0.62 8.02±0.40 9.123
4 ^lang lyc dinh gid cdng tic fhi d i u t h i
thao (dilm)
5 Ming lyc xiy dyng ki hogch f l chi>c
uuin ly thi diu f h l fhao (dilm)
6.71±0.60 5.74±0.51
7.96±0.40 8.493 7.05±0.36 10.305
20.086 12.255 18.808
<0.05
<0.05
17.042 20.485
<0.05
<0.05
<0.05
""^^^i^fessc^*^
v i „ r^'''"^''^P'ốn'fin hpc T l chirc quan ly
^^P*^> thi diu thi thao ^
So sinh
"^Mnh = 6.777 > J^ọ05 = 5991 v<H P < 0.05
Trang 5''•IP
MTMVIillttNLnniilM - SA BACB!|l«B1i Bang 6 So sanh ket qua dinh gia nang lyc t l chi>c quin ty thi diu thi thao cua sinh vien Dgi hpc 46 v l 47 nganh Quan ly TDTT qua y kiln co* sd*
Mirc dp dip irng
T6t
Kha Trung binh Chira dap img dirpc
Tong
So sinh
Kit qua dinh g i i
OH 46
2
1.074
10
0.269
7 2.056
2 0.929
21
OH 47
6
1.127
13
0.283
1 2.759
0 0.976
20
Ting
8
23
8
2
41 '^tinh = 7-815> J ^ Q 0 5 = 5991 v6«i P<0.05
Tir kit qui nghifn cuu fren, qua 05 thing
Myc nghifm trfn nhdm dli tupng khich tbk
ngMen ciM da khing djnh dupc Mfu qui eiia npi
dung chucmg trinh mfin hpc Tfi chure quin ly tM
diu Mf Mao, Ml hifn ro Mfu qui tie dpng nang
cao ning lyc t l chirc quin ly Mi diu cho sinh
vifn nginh Quin ly TDTT
Qua kft qui dinh gii ciia co sd dli vdi tiing
sinh vifn nginh Quin 1^ TDTT sau thye tap
nghifp vy, 100% dupe dinh gii li dip img dupc
yfu ciu vl ning lye t l chiie quin ly Mi diu
Song, vdi kit qui dgt dupc da khing dinh npi
dung mfin hpc T l chirc quin ly Mi diu Ml Mao
mi de tii da xiy dyng li phii hpp, trang bj dupe
cho sinh vifn nginh Quin ly TDTT nhimg nang
lyc t l chiic quin ly tM diu ein tMit vi budc diu
da dip ling dupc yfu ciu xa hpi vl cdng tic t l
ehiic quin ly Mi diu Ml thao
TAI LI|U THAM KHAO
1 Phgm Dinh Bim (2003), Qudn ly ehuyin
ngdnh TDTT Nxb TDTT, Hi Npi
2 Phgm Dinh Bim (2005), Mpt sd vdn di ea
bdn vi qudn ly Thi due Thi thao, sich chuyfn
khio dinh eho chuyen nginh quin ly TDTT bic
dgi hpc, Nxb TDTT, Hi Npi
3 Nguyen Cim Nmh (2012), Nghifn ciM
xiy dyng npi dung giing dgy cu nhan nginh
quin ly Me dye tbk thao, Ludn dn Tiin si khoa
hpc gido due, Vifn khoa hpe TDTT
4 Lf Diic Ngpc (2000), Xdy dirng ehuang
trinh gidng day, Nxb Dgi hpe Quic gia Hi Npi,
Hi Npi
5 Trudng Dgi hpc TDTT Bie Ninh (2005),
Ki hoach chiin lupc phdt triin trung hifn Truang Dpi hpe TDTT Bae Ninh
6 Trudng Dgi hpc TDTT Bic Ninh (2008),
Chuang trinh ddo tao cir nhdn TDTT
7 Nguyen Diic Vin (2000), Phuang phip thong ki trong TDTT, Nxb TDTT, Hi Npi
iliiP^'-Cic giil thi diu t h i thao l i ca h^l d i sinh vMn
nginh Quin ly TDTT i p dgng cic kiin thi>c mAn hpe
Td chi>c quin ly thi diu thi thao vio thyc t i