Paralelização em mecânica dos fluídos computacional usando HPF
MUMBAI SAMACHAR REGD.No. MCS/058/2021-23 by^hpf, 1 kàV ...
Transcript of MUMBAI SAMACHAR REGD.No. MCS/058/2021-23 by^hpf, 1 kàV ...
by hpf, 1 kàV¡$çbf, 2021 (12 ‘p“p„) qL„$ds < 10.00
R.N
.I. N
o. 1
563/
1957
H
dy„bC A“¡ Adv$phpv$’u ârkÙ ’sy„ õ\p`_p: 1 Sy>gpC 1822 Volume 64 ‘yõsL$: 200 A„L$: 207 îphZ hv$ - 10
7 8 9
rh¾$d k„hs 2077 dy„bC MUMBAI SAMACHAR www.bombaysamachar.com 1 September 2021, Wednesday REGD.No. MCS/058/2021-23
NyS>fpsdp„ cpf¡ hfkpv$, huS>mu ‘X$hp’u b¡“p„ dp¡s
AaOpr_õsp_dp„’u AdpfuA¡[¼TV$: Ÿ bpCX$“
AaOpr_õsp_$ lh¡ sprgbp__p L$bÅdp„
kyâud L$p¡V®$“p “hp “h S>S>¡ lp¡Øp“p i‘’ gu^p
k¡Þk¡¼k ‘l¡gu hMs57,000“¡ ‘pf
dpL®¡$V$ L¡$r‘V$gpBT¡i“ < 250 gpML$fp¡X$“u rh¾$du k‘pV$uA¡
(hprZÄe ârsr“r^ sfa’u)dy„bB: Ad¡qfL$p“u a¡X$fg qfTh®“p X$p¡hui õV$pÞk A“¡ õ’pr“L$
õsf¡ ÆX$u‘u“p Ap„L$X$p kL$pfpÐdL$ Aphhp“u Apip hÃQ¡ B[¼hV$udpL®¡$V$dp„ s¡Æ“p¡ dplp¡g Qpgy füp¡ lp¡hp’u d„Nmhpf¡ k¡Þk¡¼k‘l¡gu S> hMs 57,000“u k‘pV$u ‘pf L$fu Nep¡ lsp¡, Äepf¡r“ãV$uA¡ ‘Z ‘l¡gu S> hMs 17,000“u k‘pV$u hV$phu lsu.
k¡Þk¡¼k 662.63 ‘p¡BÞV$ h^u“¡ 57,552.39 ‘p¡BÞV$“uA“¡ “uãV$u 201.15 ‘p¡BÞV$ h^u“¡ 17,132.20 ‘p¡BÞV$“uk‘pV$uA¡ ‘lp¢Ãep¡ lsp¡.
Ap¡NõV$ drl“p“p A„rsd rv$hk¡ k¡Þk¡¼k kÓ v$frdep“57,124.78 ‘p¡BÞV$“p Ap¡g V$pBd BÞV²$p-X¡$ lpB g¡hg“¡õ‘íep£ lsp¡. buA¡kB rgõV¡$X$ L„$‘“uAp¡“y„ dpL®¡$V$ L¡$r‘V$gpBT¡i“‘Z ê$. 250.02 gpM L$fp¡X$“u (Sy>Ap¡ ‘p“y„ 2)
dy„bC: L¡$ÞÖ“p â^p“ “urs“NX$L$fuA¡ d„Nmhpf¡ S>Zpìey„ lsy„L¡$ cpfsdp„ hpl“p¡“p DБpv$L$p¡dpV¡$ k„‘|Z® bpep¡ãeyAghpmphpl“p¡ Ap¸af L$fhp“y„ ApNpdu R>drl“pdp„ afrS>eps b“phpi¡.
s¡dZ¡ v$php¡ L$ep£ lsp¡ L¡$ N°plL$p¡
bpep¡ãeyAghpmp„hpl“p¡“p¡ rhL$ë‘
Ap‘hp¡ S>ê$fu b“i¡
(Sy>Ap¡ ‘p“y„ 2)
“hu qv$ëlu: v$¡i“p dy¿e Þepep^ui A¡“. hu. fdZ¡khp£ÃQ Av$pgs“p “hp “h Þepep^ui“¡ d„Nmhpf¡ lp¡ØpA“¡ Nyàssp“p i‘’ A‘pìep lsp.
khp£ÃQ Av$pgs“p i‘’ g¡“pfp “h Þepep^uidp„ ÓZdrlgp“p¡ kdph¡i ’pe R>¡.
i‘’ g¡“pfp S>[õV$k bu. hu. “pNfГ 2027dp„v$¡i“p kp¥â’d drlgp Þeped|rs® b“hp“u Apip R>¡.
khp£ÃQ Av$pgsdp„ “hp “h Þepep^ui“u i‘’rhr^“y„ku^y„ âkpfZ L$fpey„ lp¡hp“u OV$“p ‘l¡gu hMs b“u lsu.
khp£ÃQ Av$pgs“p Þepep^uip¡“u (Sy>Ap¡ ‘p“y„ 2)
Adv$phpv$ : hgkpX$ A“¡ Apk‘pk“prhõspfp¡dp„ d„Nmhpf¡ cpf¡ hfkpv“p„ Tp‘V$p„ ‘X$éplsp A“¡ huS>mu ‘X$hp’u dl¡kpZp rS>ëgp“ub¡ ìe[¼s“p dp¡s ’ep„ lsp„.
cpfsue lhpdp“ Mpsp (ApBA¡dX$u)A¡ApNpdu qv$hkp¡dp„ NyS>fpsdp„ hfkpv$ ‘X$hp“uApNplu L$fu lsu.
kp¡dhpf“u kp„S>’u S> NyS>fps“p A“¡L$rhõspfp¡dp„ cpf¡’u lmhp¡ hfkpv$ ‘X$hp¡ iê$ ’ep¡
lsp¡. Ap kp’¡ ApBA¡dX$uA¡ S>Zpìey„ lsy„ L¡$b„Npm“u MpX$udp„ h^u fl¡gu gp¸ â¡if rkõV$dDÑf-‘ròd qv$ip sfa TX$‘’u h^u flu R>¡.kyfs krls v$rnZ NyS>fpsdp„ A¡L$’u ÓZ spfuMky^u cpf¡ hfkpv$ ‘X$hp“u i¼esp R>¡.
õV ¡ $ V $ BdfS>Þku Ap ¸‘f ¡i“ k ¡ÞV $f(A¡kBAp¡ku) A¡ S>Zpìey„ lsy„ L¡$ d„Nmhpf¡ khpf¡R> hpÁep ky^udp„ hgkpX$ rS>ëgp“p A“¡L$rhõspfp¡dp„ hfkpv$“p cpf¡ Tp‘V$p„ ‘X$ép„ lsp„.
DdfNpd spgyL$pdp„ 225 rd. du., hp‘udp„109 rd.du., L$‘fpX$p A“¡ ‘pfX$u spgyL$pdp„A“y¾$d¡ 54 rd. du., A“¡ 29 rd. du. hfkpv$‘X$ep¡ lsp¡. Ap kp’¡ “hkpfu rS>ëgp“pM¡fNpddp„ 26 rd. du. hfkpv$ ‘X$ép¡ lsp¡.hgkpX$dp„ “uQpZhpmp A“¡L$ rhõspfp¡dp„ ‘pZu
(Sy>Ap¡ ‘p“y„ 2)
12dlpfpô²$dp„ 3-4 qv$hk cpf¡ hfkpv$“u ApNplu
(Sy>Ap¡ ‘p“y„ 2)
5AaOpr“õsp“: h y Al¡hpgp¡
hp¡tiÁV$_: Ad¡qfL$pA¡ `p¡sp_y„AaOpr_õsp__y„ kp¥\u gp„by eyÙkdpàs L$ey¯.
Ad¡qfL$p_u rhv$pe bpv$ BõgprdLL$Ë$fhpv$u Ópkhpv$uAp¡_p lp\dp„$AaOpr_õsp__y„ cprh AÝ^fspgA_¡ A„^L$pfde bÞey„ R>¡.
Ad¡qfL$p_y„ R>¡ëgy„ rhdp_ L$pbyg_plhpB d\L¡$\u DXep bpv$ âdyM Ÿ
bpBX$_¡ Ap bpbs_u Ål¡fps L$fspS>Zpìey„ lsy„ L¡$ AaOpr_õsp_dp„Ap`Zu huk hj®_u lpS>fu_p¡ lh¡A„s Apìep¡ R>¡.
kp¡dhpf¡ dÝefpÓuA¡ Ad¡qfL$p_pk¥Þev$m_¡ gB_¡ R>¡ëgy rhdp_ L$pbyglhpB d\L¡$\u DX$ey„ lsy„. Ad¡qfL$pA¡Ål¡fps L$fsp A¡L$ qv$hk ANpDAaOpr_õsp_ R>p¡Xey„ lsy„.
Þeped|rs®“u i‘’rhr^: cpfs“p Qua S>[õV$kA¡“ hu fdZ¡ kyâud L$p¡V®$ Ap¡qX$V$p¡qfeddp„ Þeped|rs® rldpL$p¡lgu krls “h S>S>“¡ i‘’ g¡hX$pìep lsp. (‘uV$uApC)
L$pbyg: Ad¡qfL$p_y„ R>¡ëgy„ rhdp_L$pbyg lhpB d\L$¡\u fhp_p \ep bpv$k |dkpd S>Zpsp lhpB d\L$_p ¡sprgbp__p apBV$fp¡A¡ d„Nmhpf¡ L$bÅ¡gu^p¡ lsp¡. Ópkhpv$uAp¡_p `„Ådp„\u
R>V$L$u iL$pe A¡_p âepkdp„ lSy> elhpBd\L$_u blpf L¡$V$gpe AaOp__pNqfL$p¡ lhpB d\L$_u blpf fpl Å¡Bfüp R>¡. lduv$ L$fTpB Ap„sffpô²$ue