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21A simplcelcctlic circuit consisting a rcsistur, caol' a pacitor, an induc(or dcpictcdin Fig P2l T'hcchargc is and onthecapacitor as a lirnctionol'limc can bc cornputcd ri(t) as
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2 f U s c t h c I i r : r p , r c e l ' u n c t i o nt o c r c a t c v c c t o r s i d c n t i c a l t o t h c l i r l l o w i n g c r c a t c c lw i t h c o k l n n o l a t i o n : (a) t : !:{r:-JlJ (b) r: t,:,1 24 Usc colon notution lo crcatc vectors idcntical to the
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: whcre= time,r7o thc initial chargc : the rcsistancc, I 1l I = inductance, C : capacitancc Usc MATLAB to and generate o1'this r plot lirnctionliorn / - 0 Io 07, givcn that q o - 1 2 R : 5 0 ,L : 5 , a n d C : l 0 r 22Thestandard norrnalprobabilitydensitylirnction is a bell-shaped that can be rcprescntcd as curve
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l i r l l o w i n g c r c u t c dw i t h t h c I i n : , [ ) , ] r : l i r n c t i o n : ( a ) r ' : I i r s l ) r c ' { Ir l , I , t t ( b ) | : 1 r n s l r r c e ( r ,0 , I I ) 2 5 I l ' a l i r r c c I - ( N ) i s a p p l i c d t o c o n r p r c s s s p r i n g ,i t s d i s a placcmcnt,r (rn) can ol'tcn bc rnodclcd by Hookc's law: Ij:lr
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Resistor UseMATLAB to gencrate a plot ol' this fbnction liom ;=-,1 to1 Labcl thc ordinateas lrcquencyand the abscissa: as
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FUNDAMENTALS MATLAB
28 lt is general practice in enginceringand sciencc that equationsbe plotted as lines and discretedata as syrnbols ({) Here is somcdatafbr conccntration \'elsustimc (l) for the photodegradation aqueous of bromine:
where k : the spring constant(N/m) The potentialenergy storedin the spring U (J) can then be computedas U: -(r2
213 You conractthe jur Table 21 and measure values, which are order conespondingvaluesin T
Five springsare testcdand the following data compiled:
t, min c, PPm
t0 4 41
2A 26
3C t6
40 t3
50 i0
60 c5
A,m2 o45A O4OlO
r,rr
)2 0020
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t2 0012
by This datacan bc dcscribed the lbllowing function: (_ 4g4,00r1/ both the data Usc MATLAB to crci\tc a plot displayirrg (r-rsing squarcsymbols)and the function (using a dotted l l i n e ) P l o tt h c l u n c t i o n b r r : 0 t o 7 5 r n i n 29 The senii 1o9i, lunctiont)pcratcs an idcntical in fashion (basc-10) to thc frlot, lirnction cxccpt that a logarithrnic scale is used lirr thc l axis Usc this l'unctionto plot the data ancl l'unctionas dcscribcdirr Prob 2t1Explain thc resu s lt 21() Hcrc is sorncwirrd tunncl data lirr lirrcc (I-) vcrsus ( velocityr'):
LlseMATLAB to storeF and,t as vectorsand thcn conrputc vcctorsof the spring constants and the potentialenergics Use thc max l-unction dcterminethe maxirnumpotential to cncruy 26 The density treshwater he computed a lunction can as oi ol'tcmperaturc with the firllowinecubiccquation: p: x - 5 - 5 2 8 9 l 0 - 8 f ( l - 8 - 5 0 1x t o ' - 6 7 < 6 65622x l0 s 11 + 099987 i
(a) If the air density is p compute values of tl cD (b) Determine the averag resulting values (c) Develop a side-by-si C, versusrr (right sic and titles on the plots 214 The following para that contractsexponentia - srnI nt , cosl v=e r:c
-ll l,
('C) Usc whcre p : dcnsity (g/cnr31 and 16' : tcmperaturc rangingliorn MATLAB to gencrate vcctor of tcrnpcratures a 'F 32 "F to 82-1 usingincrcrncnts 36 oFConvcltthrsvccof the'n tor tclclcgrecs Celsius ancl computca vcclorof dcrrsitics -i"1 u , m l s 1 0 0 3 0 4A 50 60 7A B0 hascdon the cubic lbrmula Crcatea plot ol'p vcrsus 't5 7A 3BO It, N 550 6r0 t22A 830 1450 : 519(7'F 32) Rccallthat T( 27 Manning's cquation canbc uscdto compulcthc vclocity 01'wirtcr a rectanglllar in opcn channcl: This clata can bc describcdhy thc lirllowingl'urrction: BH \t' /s/ I" : 02711ttt')x+t rt \B+2H/
Use subplor to genera (r, y) in the top pane and (x,v,l) in the bottompane 215 Exactly what will t MATLAB commandsare I (a)>>x=z;
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