ilNG DVNG CAC GIAI PHAP N \NG CAO NANG LV''''C Sir PH AM THVC H \NH CHO SINH VlflN CHL YEN S \L BONG B \N NGANH GIAO DVC THE CHAT TRUOfNG DAI HQC THE DVC THE THAO BAC NINH ThS Ld\uxmgAnh Tnrdng Dai hpc T[.]
ilNG DVNG CAC GIAI PHAP N.\NG CAO NANG LV'C Sir PH.AM THVC H.\NH CHO SINH VlflN CHL YEN S.\L BONG B.\N NGANH GIAO DVC THE CHAT TRUOfNG DAI HQC THE DVC THE THAO BAC NINH ThS Ld\uxmgAnh Tnrdng Dai hpc Thi dye thi thao Bic Ninh Summary: Practical leaching capacity plays a very important role in the process of training Sports teachers Pedagogical ability and leaching practice enable students to apply and test Ihe knowledge that has been accumulated in school and leaching practice Application results and solutions to advance pedagogical practices for intensive table tennis students in physical education have improved the teaching quality for table tennis students Tdm tit: Ndng lyc suphgm thuc hdnh Co vai trd hel sue quan Irpng qud trinh ddo tgo gido vien the dye the thao Ndng lyc suphgm Ihyc hdnh, giup sinh vien cd dieu kifn vgn dyng vd kiem nghifm lgi nhiing kien thuc da dupe tich luy nhd Irudng suphgm vd ihyc te gido dye, Ket qud img dyng cdc gidi phdp ndng cao ndng lyc su phgm thye hdnh cho sinh vien chuyen sdu bdng bdn ngdnh gido dye the ehdl, dd ndng cao chat lirpng dgy hpc cho sinh vien bdng bdn DijiTVANDfe Trong cdng tic dio tao nginh GDTC ciia Trudng Dai hpc TDTT Bic Ninh, nhiing nim gin day da cd nhirng chuyen biin rai tich cyc vc chat luong dao tpo tay vpy si lupng SV - gidi viing ving vi nghifp vy su pham van chua cao, Ngoii vifc mic nhiing loi vi kiin thiic eo bin, nhidu SV cdnriitlimg tiing vi gap khd khan thye hif n cie thao tie - kl nang, td chiic qui mnh Idn ldp, soan giao in khdng diing qui each, mic nhiing loi vi dien dat phong cich cua ngudi giio vien,,,, ban chd khdng nhd den chit lupng day hpc, Dieu niy df tracho nhi trudng nhiing ydu cau va giai phip cy thd cdng tic dio tpo nghifp vy, timg budc "chuin hoa" nhiing kT nang su pham cho SV, giiip hp hoan thifn dupe nang lyc day hpc mdn Thd dye d bfc phd thdng mpt each tdt nhit, dip iing dupe mye tieu day hpc vi nhifm vy cua ngudi giao vidn trude xu thd ddi mdi vd giio dye hifn nay, PHL (TNG PHAP NtJHiftN C l I Qua mnh nghicn cuu de tii su dyng cic phirong phip sau: - Phuong phap phin tich va tdng hpp tii lifu - Phuong phip phdng vin loj dam 51 - Phuong phip quan sit su pham - Phuong phip chuyen gia - Phuong phap kidm tra su pham - Phuong phip thye nghifm su pham KET QL,\ NGHIEN C L i V.A B,AN LL,4N I Co sd thye tien cho vifc xiy dyng mf t si giai phip nhim ning cao ning lyc sir phfm (NLSP) thye hinh cho sinh vidn l>dng bin Khoa GDTC tnrdng D^i hpc TDTT Bic Ninh Di xiy dyng cic giai phip cd hifu qui, cd ning thye thi va td chiic tridn khai thye nghifm, tiin hanh nghien ciiu, phin tich co sd ly lufn, trao ddi vdi giio vidn giing day mdn chuydn nginh, mdn Giio dye, mdn cdng tic Dpi, mdn Tim ly TDTT Doin nidn, Hfi sinh vidn de dy kiin lya chpn mpt sd giii phip cd kha ning thye thi, phdng vin thu thfp dupe cac y kidn cic giao vidn khic tiudng Kit qui thu dupe d bing sau: Bing Ket qui phdng vin lya chpn cic giii phip ning cao NLSP thift hinh cho sinh vien bdng bin Khoa GDTC tririVng Dpi hpc TDTT Bic Ninh (n = 30) Ykien STT uiai pnap Ting cudng edng tic giio dye ta tadng nang cao nhfn thuc eiia sinh vidn vdi nghd dupe dio tao 30 IOO 0 Tang cudng CSVC Uang thiit bj, dyng cy tfp luyfn hifn dai tai co sd dio tao 30 IOO 0 Tang cudng rdn luyfn NVSP Uong cie gid nfi khoi, gid ty ren luyen, gid tap giing 30 100 0 Cai tien nang cao ydu ciu nfi dung kiim tra, dinh gii tpo dpng lyc thuc diy sinh vidn tieh cyc hpc lip 30 100 0 Tang cudng Id chirc cie hopt dpng ngopi khoi boat dpng tap thi ngoii gid nhim rdn luyfn ning lyc su pham cho sinh vidn 25 83,3 16,7 Cai tidn cdng tic td chue TTSP, tien hinh td chiic cic hopt dfng TTSP uong qui mnh hpc^lpp lpi Hudng 27 90 10 Vine cao cic hoat Joni; nang lyc su pham thye hinh 23 76,7 23,3 t ic giai phap khic 0 Dingy Khini ! ding i 0 Kit qui phdng vin cho thiy chi giii phap khdng dupe chpn, cdn lpi da sd cic y kien deu ddng y chpn cic giii phip di neu trdn, Sau thu dupe kit qui phdng vin vi cic giii phip nang cao hifu qui ning lyc su phpm cho sinh vidn bdng bin Kioa GDTC mrdng Dai hpc TDTT Bic Ninh, chung tdi cd mpt sd y kidn sau: - Cic giii phip da dd xuit, can xiy dyng cic giii phip cy the dd td chiic trien khai ip dyng thii nghifm, + Ting cudng edng tic giio dye w tadng, ning cao nhfn thirc cua sinh vidn vdi nghd dupe dio tpo, + Ting eudng CSVC, trang thiit bj, dyng cy tfp luyfn hifn dai tpi co sd dio tpo + Ting cudng rdn luyfn NVSP cic gid npi khoi, gid ty ren luyfn, gid tfp giang + Cii tidn ning cao ydu eiu npi dung kiim tra, danh gii, tpo dpng lyc thiic diy sinh vidn tieh eye hpc tfp, + Tang cudng td chiic cac hoat dpng ngoai khoi hopt dfng tfp thd ngoai gid nhim rdn luyfn ning lyc su pham cho sinh vidn + Cii tidn cdng tic td chiic thye tfp su pham (TTSP), tidn hinh td chiic cic hoat dfng TTSP qui trinh hpc tfp tpi trudng + Ning cao cic hopt dfng ning lyc su pham thye hanh - Cic don vj, to chiic lidn quan din thye thi cic giii phip can phoi hpp dong bp thye hifn, Ti chiic, dinh gii hifu qui cie giii phip ning cao ning lye su phpm thye hinh cho sinh vidn bdng bin khoa su phpm, tmdng dpi hpc TDTT Bie Ninh 2.1 To chiic ling dyng ihyc hifn cdc gidi phdp dd lua chpn Sau xiy dyng cic giai phip ning cao ning lye su phpm thye hanh cho sinh vien chuydn siu bdng bin, khoa su pham tiudng dai TDTT Bic Nmh, chimg tdi iicn hinh dinh gii hifu qui cic giii phip da de xuat, qua qui trinh iing dyng thye nghifm tren nhdm nghien ciru: - Nhdm doi chimg: Gom 19 sinh vidn chuyen sau bdng bin khoa su phpm ( K44), dupe thye hifn trdn phuong phip thye tfp cda bp mdn, - Nhdm thye nghifm: Gom 28 sinh vidn chuydn sau bdng bin khoa su pham ( K45), dupe ip dyng eic giii phip mdi chiing tdi xiy dyng, Thdi gian thye nghifm taong img nim hpe Tpi thdi diim so sinh ci nhdm \ an dim bio diing theo chuong mnh hpc ciia bp mdn, 2.2 Ddnh gid hifuqud ung dyng cdc gidi phdp dd lya chpn: Trdn co sn tdng hpp kit qui thye tfp su phpm ciia nhdm K44 vi K45 (theo kit qua chiing tdi dinh gia) mrde thye nghifm viu thye nghifm, chiing tdi thu dupe kit qua d bing va 53 ^ •n ^o E a JB g s? I ^ Kit E -d ^C rr 'o • * »n n =^ r- m r- fN NO — o — (N r(N -^ r^ OO o Tt ON >A rf ri" ôn 00* ã ^ 0^ X X 3C ^ — -t T f^- rr •* fN - o- r-_ Ol in ro CN vC — ^ ^ m (*i r- sO °1 rn m f^ (N r- (N >i ^ NO •^ o" ON ON o oo m ON ON Ol NO" NO NO' «n 00 r~- ON r- r- • ^ ^ n »n WT m V >o 00 NO •~ ^ r- f^ ô (N r^ rw-i >n O NO • ^ r-^ •n — »n NO "" — "" r^ -" m r^ *r\ • * ôee ãS ôea ã > c ^ ^ ^ i c - '- :2'-E Ky ning giing giai, phan tich ky thuft dQng tac w Ky ning su dyng bii t9p, d\ing cy bo trg, dan d3t (phuong ti?n DH) Ky ning kiem tra, danh gii k^t qua HQC t^p ciia HS Tic phong nha su ph^ b »rl ^e o* 'J i' =/ t:i i '••^ ^ -« O a Q ^ > -F •= r-' U •o 00-3 ^ "2 o Su dyng test Pearson (x- - binh phuong) dd so sinh cic ning lyc su phpm thong qua kit qui TTSP lin ciia hai nhdm ddi chiing vi thye nghifm Qua xu ly bing toin hpc thdng ke cho kit qui nhu sau: Ifng vdi dp ty = - Ky ning bidn soan ki hopch, tiin trinh,giio an giing dpy: x^ bing = 11,345 > x tinh = 10,12 d ngudng xic suit P>1% - Ky ning td chiic vi quin ly gid hpc: x^ bing = 11345 > x' tinh = 10,75 d ngudng xic suitP>l% - Ky ning lira mau (thj phpm) dpng tic: x' tinh = x^ bing = 11.345 > x" tinh = 11,12 d ngudng xic suit P >1%, - Ky ning phit bifn nhiing sai lam thudng mic vi dua bifn phip siia chiia: x^ bing = 11,345 > X- tinh = 11,19 d ngudng xic suit P >1%, - Ky ning su dyng cic phuong phip giing day: x" bang = 11.345 > x^ tinh = 10,17 d ngirdng xic suit P >1% - Ky ning su dyng bii tfp, dyng cy bd trp, dan dit( phucmg tifn DH): x^ bing = 11,345 > x^ tinh = 11,23 d ngudng xic suit P >1% - Ky ning kiim tra, dinh gii kit qui hpc tfp ciia HS: x2 bing = 11,345 > x- tinh = 10,67 d ngudng xic suit P >1%, - Tic phong nhi su phpm: x^bing= 11.345 > x-tinh = 10,93 d ngirdng xic suit P>1%, - Ky ning giing giii, phin tieh ky thuft dfng tic: x- bing = 11,345 > x^ tinh = 10,23 d ngudng xic suit P >1%, - Ky ning td ehiic thi diu, trpng tii: x-bing= 11,345 > x" tinh= 11,14 d ngudng xic suit P>1%, Til kit qui trdn diy cho kdt lufn: Ning lyc su phpra thdng qua kit qui TTSP lan cda nhdm doi chirng K44, vdi nhdm thye nghifm K45, sy khic bift khdng cd y nghTa d ngudng xic suit P>1% Sii dyng test Pearson (x^ - binh phuong) dd so sinh cic ning lyc su phpm thdng qua kit qui TTSP lin cda hai nhdm ddi chiing vi thye nghifm Qua xii ly bing toin hpe thdng kd cho kit qui nhu sau: CingVUI vdidp = J3 ung up lylydo uu — - Ky ning bidn sopn ki hoach, tidn Irinh, giao in giing day: x^ tinh = 14,35 > \- bing = 11,345 d ngudng xic suit P < %, - Ky ning td chiic vi quin ly gid hpc: x' tinh = 13,31 > x^ bing = 11,345 d ngudng xic suit itP x" bing = 11,345 d ngudng xic suit P X- bing = 11.345 d ngirdng xic suit P < I % 55 > , •-, r, — — r- ? n !e ^ i ^ s? ^ -^i^ — NC °^'^• ã ^ T~~ ^ r- ôn OC NO_^ tn -T >— o 'd oo o X rt **l yr' g ^ ' „_ fS rNi r^, •n - „_ fN • * ^ 00 -T