Bill Biio KHOA HOC
NGHIEN Cdu flANH 6IA THlfC TRANG THE LlfC CHUNG CUA Nif SINH VIEN HUC VIEN C A N H SAT NHAN DAN
Tran T h j T h u H i n g ' ; Phan Oi>c T h i n g "
Tdm t i t :
Bing cic phuong phap nghifin ctru co b i n , d i t i i da lpa chgn dupre 3 test danh g i i thyj trinh dd t h i Ipc chung (TLC) cua nO sinh vidn Hpc vidn CSND. Kit q u i l>ng dpng cic test r qui trinh kiim tra da xic dinh dupe thye tr^ng phit TLC cua nQr sinh vidn Hpc vl$n CSND tl tidu ehuin dinh gii chiin sT Cdng an khde i p dyng cho sinh vidn c i c hpc vi^n CSND.
Tip khda: Thpc trpng. t t i i Ipc chung, nO sinh vidn, kiim tra, dinh g i i , Tn/dng Hpc vidif s i t nhin din...
Studies assessing the overall physical condition of the female students of the People's Police Academy
Summary:
In the basic research methods. 3 test of assessment of overall fitness tevei female students of the People's Police Academy were selected. Results of these tests' application In the inspection process has identified overall physical reality of female students in People's Police Academy under the evaluation criteria named strongPolice applied for students of the People's Police Academy
Keywords: Reality, general fitness, female students, test, evaluation. People's Police Academy..
Dhl V X N D ^
Hpc vifn Cinh sit nhan dan (CSND) l i Irudng dau nginh ve d^o tao lyc lupng Cdng an nhin d i n , ed nhifm vy dao t^o cin bp, ehidn sy cdng an luong tai phyc vy sy nghifp bio v c an ninh Qudc gia v a giir gin trit ty an toin xa hpi. Trong q u i trinh giing d?y chung ldi nhin thay, edng tac GDTC ciia Hpc vifn edn nhieu h ^ chd, nhin thirc eua sinh vicn vi vai trd, tic dyng ciia TDTT cdn ehua dav du. Noi dung, chuang trinh, kc hoach giing d(iy GDTC edn chua ddng bp, thieu tinh phdi hpp giira cic mdn giing d?y thye hinh (cic mdn TDTT, Quan sy,
\'o thuit Cdng an nhan din), vifc kidm tra, dinh g i i cdng tie RLTT theo tidu ehuan "Chien sy Cdng an khod" Irong Hpc vifn edn coi nhf, chua dupe quan t i m diing mirc ndn cdn nhidu sinh vidn khong djit tidu chuin RLTT d mpt sd npi dung qui djnh cua Bp Cdng an doi vdi moi ein bp, chidn sv trong lyc lupng. Bdi viy, dd nang cao TLC cho nir sinh vidn Hpe vifn CSND Iheo lieu chuin "Chidn sy Cdng an khoe" thi van de nghidn cuu dinh g i i thye Uang TLC cho nil sinli
vien la van dd mang linh cap thiet doi vdi Hpc vifn CSND
PHl/dNG PHAP N G H I E N ClJfU
Q u i trinh nghidn cuu de tai sir dyng cic phuang phap sau: Phuang phip phan tich v i ting hpp tai lifu, phuang phip phdng van, phuang phipquansitsu ph^m. phuang phip kicm tra su pham v i phuang phap loan hpe thdng kc.
K^T QUA N G H I E N Ciru VA BAN WkH 1. Nghidn c i h i li^a c h p n c i c Test d i n h g i i t r i n h d $ TLC cua nO s i n h vidn Hpc v i p n C i n h s i t n h i n din
Dd cd dupe hf thdng test dinh g i i dupe trinh dp TLC ciia nd sinh v icn Hpc vi^n CSND theo cic n i m hpc, de t i i lya ehpn 3 Tcsl lir bp liiu chuin ntr chien sT Cdng an khde i p dyng mdi nhit trong lyc lupng Cdng an nhin din. Ndi dung kicm tra ein eir vao Quy djnh vc vifc danh gii, xcp lo^i the lyc hifn nay do Bp Cdng an quy djnh (Ban hinh kdm theo Thdng tu lidn tjch si 01 19')') rri.T/BCA-UBTDTT). E)d l i : Bit va t^i eho (em): Chav lOOm XPC Igiay); Ch»y SOOm (phiil).
• ThS, Hoc V * ! Cinh sat NhSn din
" TliS, Hoc vHn Cinh sit NhSn din
TCr 3 Test trcn de tai nen hanh kiem nghi?m do tm ca> \a tinh thong biio ciia cac Test tren doi tu?ng nghien cihi de k i ^ tra tinh phii h^p.
E)£ luim tra dp tin ciy cua cac Test, chiing toi ticn hanh tinh h^ so tuong quan giiia ket qua kiem tra lan I va lan 2. £>Q tin c^y cua cac Test danh gia TLC. H^ so tucmg quan giira hai lan l$p l^i Test diTQC gioi thi^u a bang 1.
Qua ket qua 6 bang 1 cho thay: Ca 3 Test dirge kiem nghicm a ca 3 n§m hpc a nii sinh vicn Hpc v i ^ CSND deu dam bao dii dp tm cay
njjn thiJ hai \ a nam thii ba. Kci qua dirpc trinh bay 6 bang 2.
Qua bang 2 cho iha\: Ket qua test ciia cac nir sinh vien a ca 3 nam hpc deu co moi tuong quan kha chat voi ket qua hpc l|p mon GDTC. H? so tucmg quan tir O^^ - O.S". dieu do chung to 3 test ke tren bao dam tinh thong bao.
Tu k^ qua nghien cihi \ c ly Iu|n thi^c tien d^c bi?t la nghien ciru \'e dp tin cay va tinh thong bdo cua cac chi tieu va chi so d$c tnmg ciia nir sinh vien Hpc vi?n CSND a ca 3 nam hpc, chiing toi da lya chpn dupe 3 Test danh gid trinh dp TLC can thiit (r>0,8).
Dc kicm n g h i ^ tinh thong bao cua Test, de ciia nCr sinh vien Hpc \ icn CSND 6 ca 3 nSm hpc tdi tiin hanh nghien cihi moi tuong quan giiia gom: Bat \a t^i cho (cm); Ch^y 100m XPC kit qua hpc t|p mon GDTC vd ket qua lap test (gia>). Ch^y SOOm (phiit).
ciia nir smh vien Hpc vi^n CSND nam thii nhat,
Bdng 1. Hf s6 tuvng quan giira 2 liin kl4m tra Test TLC cua ni> sinh vi6n HQC vi$n CSND
TT 1 2 3
Cic chi tieu Bit xa I9i eho (cm) Chjiy 100m XPC (giay) Chjy SOOm (phiit)
r ,Nim thu nhat
(n=7) n.si 0,83 0,82
Nim thu hai (n=7)
0.91 0,91 0,90
Nim thu ba (n=7)
0,92 0,91 0,X6
Bdng 2. H$ so tuvng quan giOa k4t qud l^p test vdH kit qudhpc t$p mdn GDTC ctia ni> sinh vien Hpc vifn CSND TT
1
1
3
Cic ehi tidu Bji \a lai cho (cm) Ch.iv lIKIm Xl'Cluiay) t h^v SOOm (phiit)
r Nam thu nhat
(n=7|
I I V 4 (1 - ( ,
0,81
N i m thu hai (n=7)
(1,87 0,78 (1,79
N i m Ihu ba (n=7)
0,78 0,82 0,77
2. Ddnh gid thi^c tr^ng trinh 6q TLC cua nu* sinh vidn Hpc vifn CSND
NyhiOn cim thvc ir,,nig trinh dp TLC ciia nir sinh vien la mpt trong nhuiig cdn cir can thiet ldm lien dc \a co so de Iva chpn cdc bai l$p nhdm phdt inen TLC cua nir sinh vien Hpc vicn CSM) Dc giai qiuet van de na\. de tdi tien hdnh khdo sdt thvc trgng TLC ciia nii sinh vien Hoc vicn CSND theo cdc ndm hpc.
.'. /. Ddnh gid sg- thay ddi gid trj trung binh syphdt trien TLC theo ndm hgc eua nir sinh vien Hgc vifn ( .V \ />
Thvc tr?ng kum n.t uinh dp TLC cua nir sinh
* Ghi chu: lr05| = 0.755
\icn Hpc vicn C"SM) theo cdc ndm hpc dupe trinh bdy d bang 3
Qua bang 3 cho thay Sg ilia> cloi gid trj trung binh phat tricn TLC ciia nir smh vien Hpc vi?n CSND theo cdc nam hpc la co sv thay d6i tdng dan theo cdc nam hpc sinh \ ten ndm thu ba t6t hon sinh vien ndm thir 2 va sinh vien ndm thir 2 tot hon sinh \ ien nam thir nhal.
2.2. So sdnh thue trgng TLC eua nir sinh vien Hge vifn CSSD theo bg tieu chudn ddnh gid nir chien si Cdng an khde
Ticn hanh so sdnh ihvc trgng trinh dp the lvc
chung cua ni> sinh Men klin.i 36, khoa 37 \a
BAl BAD KHOA HOC
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O i n h g i i trinh d p the l^rc cua n i r s i n h viSn \i y 4 u t 6 q u a n t r p n g g i u p nSng cao c h i t lipping GDTC t ^ i Hpc v i f n CSND (Anh minh hpa)
Bdng 3, T h ^ tr^ng phat trien TLC theo ndm hpc cua nir sinh v i i n Hpc vl^n CSND
TT
1
• >
3
Cic Test
B^t xa tai cho (cm) Chiiy 100m XPC (giay) Ch?y SOOm (phiit)
x ± 6
Niim Ihu nhat (n=S7) I51,7±12.34
19.01±2.I3 4.32±1,31
Nftm thir hai (n=65) 156.8±13,45
18.76^1,96 4,26J:1.22
Nim thirba (n=52) 159,9± 13,24
18.56±1.87 4.25±1.12 kh6a 38 hpc v ien CSND theo bp tieu chuSn t?p. Trong d6, hau het cac to chat sire nhanh, sire danh g i i nir chicn si Cong an khoe. Ki-i q u i mjinh v i sire b^n cua nir sinh v icn Hpc vii'n dupe trinh b i y 6 bing 4 CSND sau 3 nam hpe lien tpc trong nhi Truimg
Qua bing 4 cho thay: So sinh k^l qua ki^m e6 TLC tot hon nir smh v ien nim thit hai v i niim Ua giiira eic n i m hpc ciia sinh vicn n i m thir thir nhat.
nhit, hai v li nam thir ba deu cho thiy, h i u het 2.3. Ddnh gid thg-c trgng phdt thi Igc cda cac chi so dinh g i i TLC ciia nir sinh vien Hpc nOr sinh viin Hpc vifn CSM) theo hf tiiu vii-n CSND theo tieu chuin chi^n si eong An chuin ddnh gid chiin si Cong an khoe ip khoe 6 e i 3 nim hpe Jcu co sp khic b i f l ro rft dgng cho sinh viin cdc hpc vifn ( S \1>
V a c6 y nghTa th6ng k i o nguong xic suit P < 0 6 dinh g i i CM Ihi hon ve thvrc tfiing TLC 0,05 v i P< 0,01. Sp phit i r i j n TLC eua doi eua nir sinh vien Hpe v i f n ANND theo liiu lupng nghien ciru thay doi theo qua trinh hpc chuin chien si Cong An khoe. De t i i lien hinh Bang 4. So s i n h ihijK tr?ng TLC theo t i i u c h u i n chl4n »T Cdng An khPe cua n& sinh vl»n
Hpc vi#n CSND theo c i c n i m hpc (nk 36 = 57; nk 37 = 65 v i nk 38 » 52) T T
1 1
' • *
Cac Test Bat xa tai cho (cm) Chav 100m XPC (giav) Chav SOOm (phut)
K 3 8 - t 2,13 2,14 2.02
- 1 0 7 P
<0,05
< 0 . 0 1
<0.05 K.37 t 2.56 2.34 2,53
- K 3 6 P
< 0 . 0 2
^ i i ( , ;
< 0 . 0 I
K 3 6 - K38 t 3.23 3.25 2.84
P
< 0.001
< 0.001
< 0 . 0 1
Mini wiuiftntlaw - stfeAc Bitr/au
dinh g i i v a phin l o ^ k^t qua ki£m ua ih^ lv<e K£t q u i danh g i i xep loai TLC ciia nir sinh ciia 178 nir sinh vien n i m Ihii nhal, nim thti hai vien Hpc v ien CSND Iheo lieu ehuan Chien ^i V a nim Ihu ba (trong do CO 57 nir sinh vien nam Cong an nhin dan Ichoe n i m hpc 2011 -2012 thii nhii (IC38), 63 nir sinh vien n i m thu hai theo 4 mirc gioi, kha, d?t va khong d?l dupe (K37) v i 52 nil sinh vien n i m thir ba IK36). ninh b i y o b i n g 6.
Ihco bp lieu ehuin danh g i i ehiln si Cong an Ket q u i kiem tra tren bing 6 eho thav:
khoe voi 3 lest- Ket q u i dupe chimg toi trinh - Nir sinh vien nam thiJr nhat trong so 57 sinh biy a bang 5. vien co 2 sinh vien dat lo?d gioi chiem 3 -•^" „: 5
B i n g 5. P h i n lo^i TLC cua nir sinh vien Hpc vl$n CSND theo t i i u c h u i n chien sT Cong an khoe
Nim
1
2
3
T4ng n
57
65
52
174
Npi dung
Bat xa t^i cho (cm) Chay lOOm XPC (giay) Chay 800m (phut) Bit xa t^i eho (cm) Chay lOOm XPC (giiy) Chay SOOm (phut) Bit xa tai chS (em) Chav lOOmXPClgiayl Chay SOOm (phiit) Bit xa tai eho (em) Ch?y 100m XPC (giay) Ch?y SOOm (phut)
Chi lieu
160 18.6 4 25 160 18.6 4 25 160 1S.6 4 25 160 1S.6 4.25
155 "
19.01 4 .52 I56.S 1^76 4 26 1569 1X56 4 25 157.8 18.61 4 24
Kel q u i
Dat
16 IS 19 23 24 21 34 30 27 73 72 112
%
2S,1 31.6 33.3 35.4 36.9 32,3 h^4 57.7 51.9 42 41 4 6 4 4
Khong dat
41 39 38 42 41 44 IS 27 25 101 102 62
%
71.9 6S.4 6 6 7 64.6 63.1 67.7 14.6 51.9 4K 1
58 58.6 35.6 Bdng 6. K^t qua xkp lo^i th4 I^PC cua nif sinh vien Hpc vi^n ANND
theo tidu c h u i n chi^n sT Cdng an khde (2011 -2012) Nim
Ihu 1
T
3 n 57 65 52
Gioi n
1
5 9
'/.
3.5 7.7 17.3
K h i n 5 s 10
•/.
s s
12.3 19 2Dal n 12 10 14
%
21 1 : M 26 9
Khong dai n 38 42 19
%
66.7 64 6 36 5
BAI BAO KHOA HOC
J K I ^
Rip
f •
• ,^ ...
Phdt tri4n th4 l i ^ chung cho cdc nir sinh vidn Hpc vl$n Cdnh sdt nhdn ddn Id vdn dd cdn thidt, gliJp ndng cao hl^u qud gidng dfiy, hudn luy$n t^l Tnrdng sinh vien d^t lo^i kha chiem S S%; ! 2 sinh vien
d^l >cu cau chiem 21.1%; 38 smh vien khong d^t yeu cau chiem 66.T"*.
- Nir sinh vien nam thir hai trong so 65 sinh vien CO 5 sinh \ien d?t lo^i gioi chiem 7.7%; 8 sinh vicn d^t loai khd chicm 12.3^0; 10smh\icn d^t yeu cau chiem 15.4% ; 42 sinh vien khong d^t \eu cdu chiem 64.6%
- Nil sinh vien ndm thu ba trong so 52 sinh
\ ien CO 9 sinh vicn d^t lo^i gioi chiem 17.3%;
10 sinh vien dat lofi khd chi^m 19.2%, M sinh
\ien Jai yeu cau chiem 2(i ^''o ; 19 sinh vien klu">ii;j d^t yeu cau chiem 36.5''o
KET LUAN
1. I1i6ng qua nghien cOru da chpn dupe 3 test dung de kiem tra. danh gia TLC cua nir sinh vien Hpc vi^n CSND
2. TLC cua nir sinh vicn Hpc vicn CSND chi d^t mtic trung binh va khong dong deu giira cdc nam hpc. Dieu na\ cho thay: Phat trien TLC cua nu sinh vien Hpc vicn CSND l.i nhicm vy cdp ihi^t. Tir kel qua nghien ciiu ho thdy: D6 danh gia kcl qua giang dgy mon hpc GDTC va phong trdo RLTT cho 11 SS\ can can cir vao ty I? sinh vicn d^l tieu chuan TLC do Bp Cong an quy
djnh xem day la tieu chi quan trpng de ddnh gii chal lupng cong tac GDTC.
TAI Ll|u THAM KHAO
1. Ducmg Nghidp Chi (1991). £)o ludng the //wo, Nxb TDTT. Ha Npi.
2. Hodng Chiing (1982), Phuang phdp lodn thong ke trong khoa hgc giuo dgc, Nxb Giio dye, Hd Npi.
3. Hodng Cong Dan, Duong Nghiep Chl (2006), "Xay d^ng lieu chuan riin luy?n than the mdi cho hpc sinh vd sinh vien \'iC"i Nam", Tgp chi khoa hgc the ihao, ViC'n khoa hpc TDTT, Ha Npi.
4. Nguyen Xuan Didn (1976). Sinh ly hgc 7D77; Nxb TDTT. Hd Nui.
5. Hien phdp nuac cpng hoa XHCN Vift Nam 1992, Nxb Sy thpt, Hd Npi.
6. Luu quang Hicp. ^ li C'hung Thuy. L6 Dirc Chuong. Le Hiru Himg (2000), Y hgc TDTT, NxbTDTT. H d N p i .
(Bdi n^p ngdy 7/4/2014. phdn Uffl ngay 6/5/2014, duy^t in ngdy 25/11/2014)