ࡱ> CEBvq`MbjbjqPqPr::;dddd D +++8+,\L-^2,."...333d]f]f]f]f]f]f]$__ha]]33333]dd..S]???3d..d]?3d]??SZ&U., {G+5lhTZ]0-^~T6b0:Rb,UbU3'3?53 A3u333]]=h333-^3333LLLD+LLL+D, dddddd Prce sjednotkami Xeaen pYklady PYklad 1 Provete kontrolu jednotek dosazenm do rovnice pro vpo et vztlakov sly pro vlcov tleso s promrem d.  EMBED Equation.3  Fv [N];  [kg.m-3]; d [m]; l [m]; g [m.s-2]; Xeaen: Dosadme jednotky do zadan rovnice:  EMBED Equation.3  Metry v itateli se zkrt, za N dosadme kg.m.s-2 a obdr~me:  EMBED Equation.3  Zvr: Dosazen jednotky rovnici vyhovuj. PYklad 2 Zjistte, vjakch jednotkch je tYeba dosadit objemov protok Qv do vztahu odvozenho pro vpo et vkonu vodn turbny. P = QV.H. .g. V P [W]; H [m];  [kg.m-3], g [m.s-2], V [1]; Xeaen: NejdYve vyjdYme ze vztahu Qv, obdr~me:  EMBED Equation.3  Dosadme jednotky do rovnice pro Qv:  EMBED Equation.3  Za W dosadme J.s-1:  EMBED Equation.3  Za J dosadme N.m, obdr~me:  EMBED Equation.3  Za N dosadme kg.m.s-2, zskme:  EMBED Equation.3  kg a s-2 se zkrt, m-1 pYevedeme do itatele a dostaneme: [Qv] = m3.s-1 Zvr: Objemov protok Qv je tYeba dosadit v[m3.s-1]. NeYeaen pYklady PYklad 1 Vjakch jednotkch zskme veli inu p, jej~ vpo et pro prstencov ep je dn vztahem:  EMBED Equation.3  F [N]; D [mm]; d [mm]; Vsledek: p [MPa] PYklad 2 Vjakch jednotkch je tYeba do vztahu dosadit J, aby sla Fdov vyala vN?  EMBED Equation.3  E [MPa]; k [1]; l [mm]; Vsledek: J [mm4] PYklad 3 Vjakch jednotkch zskme veli inu Hu~, jej~ vpo et pro rovnotlakou turbnu je dn vztahem:  EMBED Equation.3  g [m.s-2], c1 [m.s-1]; c2 [m.s-1]; Vsledek: Hu~ [m] PYklad 4 Jakou jednotku m sou initel  vrovnici pro vpo et prodlou~en ty e vlivem zmny teploty?  EMBED Equation.3  l [mm]; t1 [C]; t2 [C]; Vsledek:  [C-1] PYklad 5 V jakch jednotkch je tYeba dosadit do vztahu hmotnostn protok Qm, aby vkon P vyael veW? P = Qm.L.g.  L [m]; g [m.s-2],  [1]; Vsledek: Qm [kg.s-1] PYklad 6 V jakch jednotkch je tYeba dosadit do vztahu hodnotu s, aby sla F vyala v N?  EMBED Equation.3  Q [N]; l [mm],  [1]; Vsledek: s [mm] PYklad 7 Ur ete, v jakch jednotkch je tYeba dosadit do vztahu pro objemov protok erpadla ot ky n, aby Qv vyael vm3.s-1?  EMBED Equatio&(*JL^`4 6 < > d f h j n p r ~ ( * P R ﮡ}}yqm\!jg]P hCJUV_HaJhjhUhVhVhV6H*hVhV6hVh6H*hVh6jhYshEHU!j P hCJUV_HaJjhU h6hS-hQ9J5 hQ9J5hQ9JhS4h5>*\ h\hhhQ9JhQ9J5;>*\&(*JL`: < $ & X Z  b d $ p#a$gdV$ p#`a$gd $ p#a$gdQ9J $ p#a$gd=_ $ p#a$gd  p#gdQ9J8MMMR T V      b f x z |   p z | 滮榡wwogogoh<h6h<hk6h<hBr6H*h<hBr6hVhBrhBrH*hBrhS-hk5 hk5hQ9JhkjDhhkEHU!j^P hkCJUV_HaJjhVUhhV6H*hhV6hVjhUjhhEHU%d f z n p  X Z 8:ln $ p#a$gd$ p#`a$gdBr $ p#a$gdk $ p#a$gd=_ 2 : < @ Z \ ^  *046:ȯȑ|t|tj|fhQ9Jhrhr6H*hrhr6hrhkjZ hgWhoAnEHU!jqp3Q hoAnCJUV_HaJjhgWhoAnEHU!j8p3Q hoAnCJUV_HaJjhgWUhgWhgWhgW6hEkhh<h6H*h<hk6h<h6h<hk6H*(:<>dfhjntv  $&LNPRVXZ`bf~}pk hE6jhXhjVEHU!jp3Q hjVCJUV_HaJjhXUhXhX6H*hXhX6hXjhrhjVEHU!jp3Q hjVCJUV_HaJhrhr6hQ9Jj+ hrhjVEHU!jp3Q hjVCJUV_HaJjhrUhr* "TVZ\^`NP $ p#a$gdf$ p#`a$gdJ $ p#a$gdJ $ p#a$gd$ $ p#a$gd=_FHJLPTX\`fJLPRxz|~پپٺnajhV?hb?EHU!jnP hb?CJUV_HaJjhJUhmSjh}phJ6hS4hJ5 hJ5 h\hJhS4hJ5>*\hJ5>*\hJh$h$H*hb?h$h$H* h$h$h$h$h$6H*h$h$6 hjV6h$hX6hX&~8L\^tv|޼޴޴޴ޛyqid h/6hVhf6h/h/6jfh;h/EHU!jrP h/CJUV_HaJh/jh/U hfhfhfhf6H*hfhf6h}phS4hf5 hf5hX hd6h nhf6hfh nhJ6 hf6 hb?6hVhb?6hJ'.0D&(*,$ p#`a$gd || $ p#a$gd ||$ p#`a$gdmSj $ p#a$gdmSj $ p#a$gd=_$ p#`a$gdf $ p#a$gdf  $(*,.0BD 0246:FJPRT}s}ndhmSjhmSj6H* hmSj6h<hmSj6H*h<hmSj6jh, hmSjEHU!jsP hmSjCJUV_HaJjhmSjUh}phmSj6H*h}phmSj6hmSjhS4hmSj5 hmSj5hXh/h/6H* hd6hfh nhf6 hf6 h/6hVhf6%TX^bfhjlpvz~ ~vninii h ||6h<h ||6hdh ||6jhxh ||EHU!jDSP h ||CJUV_HaJjh ||Uh/h ||h ||6h ||hS4h ||5 h ||5hr hd6hmSjh nhmSj6hmSjhmSj6H*hmSjhmSj6hmSjhmSj6H* hmSj6hVhmSj6'"$&(*,.>@B º鵫ҧ}s}}khu:h}p6h}ph}p6H*h}ph}p6h/hVhS4h}p5 hK 5 h}p5hJ!Wh ch}phdhd6H* hd6h ||hd6hdhd6h nh ||6h ||h/ h ||6H*h ||h ||6 h ||6hVh ||6hmSjh ||6H*',.BTJ@>v>x>$ p#`a$gdV& $ p#a$gdV&$ p#`a$gdu: $ p#a$gdu:$ p#`a$gdV $ p#a$gd}p $ p#a$gd=_   $(,.0<@DFHJLNPRTfxz|~̺ᲭytogchhS4hu:5 hK 5 hu:5hu:hu:6H*hu:hu:6H*h nhu:6hu:h}ph<hu:6hdhu:6 hu:6h{ \hV6h<hV6H*hVhV6h<hV6hdhV6 hu6 hV6hu:hV6hu:h}p6hu:h}p6H*%&024<>DFHJLrtvx|~ȹٴꟴꟴ괧󏧊| hK 5 hV&5h}p hX6h nhu:6hVhu:6h<hu:6hdhu:6 hu6 hu:6j hh6EHU!jP hCJUV_HaJjh6U hhu: h6hhu:hh6/f> > >>>>>>>> >">$>.>2>4>6>8>:><>>>»󱬪}umuլ}uhVhV&6h<hV&6hdhV&6 hu6j"hUshV&6EHU!jO hV&CJUV_HaJU hV&6jhV&6U hhV&h!Jh!J6H* h!J6h!Jh!Jh!J6H*h!Jh!J6hV&hV&6h6chV&hS4hV&5*n.3  D [m]; L [m], V [1]; Vsledek: n [s-1] PYklad 8 Je dn vztah pro vpo et ovldac sly navjedla. Vjakch jednotkch je tYeba dosadit hodnotu r, aby sla F vyala vN?  EMBED Equation.3  m [kg]; g [m.s-2],Db [m], i [1];  [1]; Vsledek: r [m] PYklad 9 Vjakch jednotkch obdr~me napt o, kter vypo tme podle uvedenho vztahu?  EMBED Equation.3  Mo [Nmm]; d [mm]; Vsledek: o [MPa] PYklad 10 Vjakch jednotkch je tYeba dosadit tlouaeku t mezikruhov podlo~ky, abychom vypo tali jej hmotnost vkg?  EMBED Equation.3   [kg.m-3]; D,d [m]; Vsledek: t [m] PYklad 11 Jakou jednotku m sou initel smykovho tYen f vnsledujcm vztahu?  EMBED Equation.3  MB [Nm]; F [N]; l,a [m]; Db [m]; Vsledek: f [1] PYklad 12 Vjakch jednotkch je tYeba dosadit modul Wk, abychom obdr~eli napt vkrutu k vMPa ?  EMBED Equation.3  Mk [Nmm]; Vsledek: Wk [mm3] PYklad 13 Vjakch jednotkch obdr~me objemov protok Qv, kter vypo tme podle uvedenho vztahu? Qv = S.v S [m2]; v [m.s-1]; Vsledek: Qv [m3.s-1] PYklad 14 Vjakch jednotkch obdr~me modul proYezu vohybu Wo, je-li jeho hodnota dna nsledujcm vztahem?  EMBED Equation.3  D [mm]; d [mm]; Vsledek: Wo [mm3] PYklad 15 Jakou jednotku m modul pru~nosti vtahu E vnsledujcm vztahu pro prohyb nosnku?  EMBED Equation.3  y [mm]; F [N]; l [mm]; J [mm4]; Vsledek: E [MPa] PYklad 16 Ur ete, v jakch jednotkch je tYeba dosadit do vztahu pro ovldac slu kladkostroje hmotnost m, aby sla F vyala v N?  EMBED Equation.3  g [m.s-2]; 1 [1]; Vsledek: m [kg] PYklad 17 Do vztahu pro vpo et kroutcho momentu Mk zvkonu a hlov rychlosti je tYeba dosadit ot ky n. Vjakch jednotkch mus ot ky n bt?  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