Más contenido relacionado La actualidad más candente (19) 2. MAIS QU'EST-CE ?
ember.js est un framework MVC pour le développement
de Single Page Apps, né des cendres de Sproutcore...
Version stable : 0.9.8.1
Dernière version : 1.0.0-pre2
4. MODÈLE OBJET
ApTd =EbrOjc.xed{
p.oo me.betetn(
tte nl,
il: ul
cmltd fle
opee: as,
cmlt:fnto( {
opee ucin)
ti.e(cmltd,tu)
hsst'opee' re;
}
};
)
vrtd =ApTd.rae{
a oo p.oocet(
tte 'cee d pi'
il: Ahtr u an
};
)
cnoelgtd.e(tte);
osl.o(oogt'il')
td.e(cmltd,tu)
oost'opee' re;
5. HÉRITAGE
ApTs =ApTd.xed{
p.ak p.ooetn(
det nl,
uA: ul
cmltdt nl,
opeeA: ul
cmlt:fnto( {
opee ucin)
ti.spr)
hs_ue(;
ti.e(cmltdt,nwDt()
hsst'opeeA' e ae);
}
};
)
7. COMPUTED PROPERTIES
ApCnat=EbrOjc.xed{
p.otc me.betetn(
frtae nl,
isnm: ul
lsnm:nl,
atae ul
eal nl,
mi: ul
flnm:fnto( {
ulae ucin)
rtr ti.e(frtae)+''+ti.e(lsnm'
eun hsgt'isnm' hsgt'atae)
;
}poet(frtae,'atae)
.rpry'isnm' lsnm'
};
)
8. COMPUTED PROPERTIES
GETTERS / SETTERS
ApCnatroe(
p.otc.epn{
flnm:fnto(e,vle {
ulae ucinky au)
/ gte
/ etr
i (ruet.egh==1 {
f agmnslnt = )
rtr ti.e(frtae)
eun hsgt'isnm'
+''+ti.e(lsnm';
hsgt'atae)
/ ste
/ etr
}es {
le
vrnm =vleslt"";
a ae au.pi( )
ti.e(frtae,nm[];
hsst'isNm' ae0)
ti.e(lsNm' nm[];
hsst'atae, ae1)
}
}poet(frtae,'atae)
.rpry'isnm' lsnm'
};
)
9. BINDINGS
ApCnat=EbrOjc.xed{
p.otc me.betetn(
frtae nl,
isnm: ul
lsnm:nl,
atae ul
eal nl,
mi: ul
adesokidn:'p.esnldrsbo.ae
drsboBnig ApProaAdesoknm'
};
)
vrc=ApCnatcet(
a p.otc.rae{
frtae 'on,
isnm: Jh'
lsnm:'o'
atae De
};
)
cnoelgcgt'drsbo') / - 'ycnat'
osl.o(.e(adesok); / > M otcs
10. OBSERVERS
ApTd =EbrOjc.xed{
p.oo me.betetn(
tte nl,
il: ul
cmltd fle
opee: as,
tdCagd fnto( {
oohne: ucin)
Apsoesv(hs;
p.tr.aeti)
}osre(tte,'opee'
.bevs'il' cmltd)
};
)
11. OBSERVERS
SYNTAXES ALTERNATIVES
ApTd =EbrOjc.xed{
p.oo me.betetn(
tte nl,
il: ul
cmltd fle
opee: as,
tdCagd Ebrosre(ucin){
oohne: me.bevrfnto(
Apsoesv(hs;
p.tr.aeti)
} 'il' 'opee'
, tte, cmltd)
};
)
vrtd =ApTd.rae)
a oo p.oocet(;
td.dOsre(tte,'opee' fnto( {
ooadbevr'il' cmltd, ucin)
Apsoesv(hs;
p.tr.aeti)
};
)
12. OBSERVERS SUR LES ARRAYS
ApTdLs =EbrOjc.xed{
p.ooit me.betetn(
tds [,
oo: ]
cmltd fnto( {
opee: ucin)
rtr ti.e(tds)flePoet(cmltd,tu
eun hsgt'oo'.itrrpry'opee' re
);
}poet(tds@ahcmltd)
.rpry'oo.ec.opee'
};
)
13. ENUMERABLES
vrtds=[
a oo
ApTd.rae{tte 'cee l pi'},
p.oocet( il: Ahtr e an )
ApTd.rae{tte 'ii mssie'},
p.oocet( il: Fnr e lds )
ApTd.rae{tte 'oe d l giae }
p.oocet( il: Jur e a utr' )
];
tdsfrahfnto(tm idx sl){
oo.oEc(ucinie, ne, ef
ie.e(cmltd,tu)
tmst'opee' re;
};
)
tdsivk(cmlt';
oo.noe'opee)
14. ENUMERABLES #2
vrtte =tdsmpfnto(tm {
a ils oo.a(ucinie)
rtr ie.e(tte)
eun tmgt'il';
};
)
vrtte =tdsmprpry'il';
a ils oo.aPoet(tte)
vrcmltd=tdsfle(ucinie){
a opee oo.itrfnto(tm
rtr ie.e(cmltd)==tu;
eun tmgt'opee' = re
};
)
vrcmltd=tdsflePoet(cmltd,tu)
a opee oo.itrrpry'opee' re;
15. ENUMERABLES #3
vralopee =tdseeyfnto(tm {
a lCmltd oo.vr(ucinie)
rtr ie.e(cmltd)==tu;
eun tmgt'opee' = re
};
)
vralopee =tdseeyrpry'opee' tu)
a lCmltd oo.vrPoet(cmltd, re;
vrsmCmltd=tdssm(ucinie){
a oeopee oo.oefnto(tm
rtr ie.e(cmltd)==tu;
eun tmgt'opee' = re
};
)
vrsmCmltd=tdssmPoet(cmltd,tu)
a oeopee oo.oerpry'opee' re;
17. VIEWS ET TEMPLATES
<cittp=tx/-adeas dt-epaenm=h"
srp ye"etxhnlbr" aatmlt-ae"i>
H,{nm}
i {ae}
<srp>
/cit
vrve =EbrVe.rae{
a iw me.iwcet(
tmltNm:'i,
epaeae h'
nm:'o'
ae Bb
};
)
ve.pedo'cnanr)
iwapnT(#otie';
18. TEMPLATES ET BINDINGS
H,{nm}
i {ae}
H,
i
<citi=mtmrh0sat tp=tx/-lchle"<srp
srp d"eaop--tr" ye"etxpaeodr>/cit
>
Bb
o
<citi=mtmrh1sat tp=tx/-lchle"<srp
srp d"eaop--tr" ye"etxpaeodr>/cit
>
H,{ubudnm}
i {non ae}
H,Bb
i o
20. HELPERS HANDLEBARS
{{bindAttr}}
ApNtcVe =EbrVe.rae{
p.oieiw me.iwcet(
seiiCSls:'brntc-i,
pcfcSCas ue-oieu'
iErr tu
sro: re
};
)
<i {bnAt cas"pcfcSCasiErr}>
dv {idtr ls=seiiCSls sro"}
Lrmism
oe pu
<dv
/i>
= <i cas"brntc-ii-ro"Lrmism/i>
> dv ls=ue-oieu serr>oe pu<dv
21. HELPERS HANDLEBARS
{{bindAttr}}
<i {bnAt cas"sro:ro:no}>
dv {idtr ls=iErrerrif"}
Lrmism
oe pu
<dv
/i>
<i {bnAt cas"sro:err}>
dv {idtr ls=iErr:ro"}
Lrmism
oe pu
<dv
/i>
22. HELPERS HANDLEBARS
{{view}}
ApCnatiw=EbrVe.xed{
p.otcVe me.iwetn(
tmltNm:'otc'
epaeae cnat,
cnat ApCnatcet(
otc: p.otc.rae{
frtae 'on,lsnm:'o'
isnm: Jh' atae De,
eal 'dez.o'
mi: jo@zcm
})
};
)
ApCnatnoiw=EbrVe.xed{
p.otcIfVe me.iwetn(
tmltNm:'no
epaeae if'
};
)
23. <cittp=tx/-adeas dt-epaenm=cnat>
srp ye"etxhnlbr" aatmlt-ae"otc"
Nm:{cnatfrtae}{cnatlsnm}
ae {otc.isnm} {otc.atae}
{ve ApCnatnoiwcnatidn=cnat}
{iw p.otcIfVe otcBnig"otc"}
<srp>
/cit
<cittp=tx/-adeas dt-epaenm=if"
srp ye"etxhnlbr" aatmlt-ae"no>
Eal {cnateal}
mi: {otc.mi}
<srp>
/cit
24. HELPERS HANDLEBARS
{{view}}
<cittp=tx/-adeas dt-epaenm=cnat>
srp ye"etxhnlbr" aatmlt-ae"otc"
Nm:{cnatfrtae}{cnatlsnm}
ae {otc.isnm} {otc.atae}
{#iwApCnatnoiwcnatidn=cnat}
{ve p.otcIfVe otcBnig"otc"}
Eal {cnateal}
mi: {otc.mi}
{/iw}
{ve}
<srp>
/cit
25. HELPERS HANDLEBARS
{{action}}
ApTdVe =EbrVe.xed{
p.ooiw me.iwetn(
tmltNm:'oove'
epaeae td-iw,
td:nl,
oo ul
iEiig fle
sdtn: as,
ei:fnto(vn){
dt ucineet
ti.e(iEiig,tu)
hsst'sdtn' re;
}
};
)
{ve EbrCeko cekdidn=td.opee"}
{iw me.hcbx hceBnig"oocmltd}
{#fiEiig}
{i sdtn}
{ve EbrTxFedvleidn=td.il"}
{iw me.etil auBnig"ootte}
{es}
{le}
<pn{ato "dt o=cik tre=prnVe"}{td.il}<sa
sa {cin ei" n"lc" agt"aetiw}>{ootte}/p
n>
{/f}
{i}
29. CONTROLLERS
Aptdsotolr=EbrAryotolretn(
p.ooCnrle me.raCnrle.xed{
rmiig fnto( {
eann: ucin)
rtr ti.itrrpry'opee' fle.e(lnt
eun hsflePoet(cmltd, as)gt'eg
h)
';
}poet(@ahcmltd)
.rpry'ec.opee'
};
)
$gt'oo.sn,fnto(aa {
.e(tdsjo' ucindt)
Aptdsotolrst'otn' dt)
p.ooCnrle.e(cnet, aa;
};
)
{#ahAptdsotolra td}
{ec p.ooCnrle s oo}
{ve ApTdVe tdBnig"oo}
{iw p.ooiw ooidn=td"}
{/ah}
{ec}
Rmiig {Aptdsotolrrmiig}
eann: {p.ooCnrle.eann}
30. MODELS
EMBER-DATA
ApTd =D.oe.xed{
p.oo SMdletn(
tte D.tr'tig)
il: Sat(srn',
cmltd D.tr'ola',
opee: Sat(boen)
onr D.eogT(ApUe'
we: Sblnso'p.sr)
};
)
ApUe =D.oe.xed{
p.sr SMdletn(
flnm:D.tr'tig)
ulae Sat(srn',
tds D.aMn(ApTd'
oo: Shsay'p.oo)
};
)
Apsoe=D.tr.rae{
p.tr SSoecet(
aatr D.ETdpe.rae)
dpe: SRSAatrcet(
};
)
32. ROUTER
wno.p =EbrApiaincet(
idwAp me.plcto.rae{
Apiainiw=EbrVe.xed{
plctoVe me.iwetn(
tmltNm:'plcto'
epaeae apiain
},
)
Apiainotolr=EbrCnrle.xed{
plctoCnrle me.otolretn(
tte 'ools'
il: Td it
},
)
Rue:EbrRue.xed{
otr me.otretn(
ro:EbrRueetn(
ot me.ot.xed{
idx EbrRueetn(
ne: me.ot.xed{
rue ''
ot: /
})
})
})
};
)
<cittp=tx/-adeas dt-epaenm=apiain>
srp ye"etxhnlbr" aatmlt-ae"plcto"
<1{tte}/1
h>{il}<h>
<srp>
/cit
33. ROUTER ET OUTLETS
wno.p =EbrApiaincet(
idwAp me.plcto.rae{
..
.
soe=D.tr.rae)
tr SSoecet(,
Rue:EbrRue.xed{
otr me.otretn(
ro:EbrRueetn(
ot me.ot.xed{
idx EbrRueetn(
ne: me.ot.xed{
rue ''
ot: /,
cnetult:fnto(otr cnet {
oncOtes ucinrue, otx)
rue.e(apiainotolr)cnetult'oo'
otrgt'plctoCnrle'.oncOte(tds,
soefnAlApTd);
tr.idl(p.oo)
}
})
})
})
};
)
<cittp=tx/-adeas dt-epaenm=apiain>
srp ye"etxhnlbr" aatmlt-ae"plcto"
<1{tte}/1
h>{il}<h>
<i i=cnet>{ult}/i>
dv d"otn"{ote}<dv
<srp>
/cit
35. ROUTER #2
wno.p =EbrApiaincet(
idwAp me.plcto.rae{
..
.
Rue:EbrRue.xed{
otr me.otretn(
ro:EbrRueetn(
ot me.ot.xed{
idx EbrRueetn(
ne: me.ot.xed{
rue ''
ot: /,
..
.
},
)
cmltd EbrRueetn(
opee: me.ot.xed{
rue 'cmltd,
ot: /opee'
cnetult:fnto(otr cnet {
oncOtes ucinrue, otx)
rue.e(apiainotolr)cnetult'oo
otrgt'plctoCnrle'.oncOte(tds
',
soefle(p.oo fnto(oo {
tr.itrApTd, ucintd)
rtr ie.e(cmltd)==tu;
eun tmgt'opee' = re
})
);
}
})
})
})
};
)
36. ROUTER ET TRANSITIONS
wno.p =EbrApiaincet(
idwAp me.plcto.rae{
..
.
Rue:EbrRue.xed{
otr me.otretn(
ro:EbrRueetn(
ot me.ot.xed{
gtCmltd EbrRuetastoT(ro.opee',
ooopee: me.ot.rniino'otcmltd)
idx EbrRueetn(
ne: me.ot.xed{
rue ''
ot: /,
..
.
},
)
cmltd EbrRueetn(
opee: me.ot.xed{
rue 'cmltd,
ot: /opee'
..
.
})
})
})
};
)
