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Transcript of a1ea4d38d6e2b795ee3f8a79e1971c00_250459047366907_Mecanica-aplicada-
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Ciclo: Módulo: I
MECÁNICA APLICADA
Semana Nº 1
Mg. ROGELIO CONRERAS IN!ANE
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NOCIONESGENERALES
CONENIDO1. ESTÁTICA. Fuerza. Unidades. Fuerzas en el plano2. Fuerzas en el espacio3. Equilibrio de una partícula en el espacio.. !roble"as de aplicaci#n
$.
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ESÁICA
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FUERZAS EN EL PLANO
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FUERZAS EN EL ESPACIO
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ADICION DE !"ER#AS CONC"RRENES EN EL E
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PRO$LEMA 1
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S%&UCI'(
Haciendo el diagrama de cuerpo libre en el punto A:
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PRO$LEMA %
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SOL"CI&NHaciendo el diagrama de cuerpo libre en el punto A:
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PRO$LEMA '
Una torre de transmisión se sostiene por medio de tres alambres anclados con
C y D. Si la tensión en el alambre AB es de 2 1 !, determine las componente
e$ercida por el alambre sobre el perno colocado en B.
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SOL"CI&NHaciendo el diagrama de cuerpo libre:
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PRO$LEMA (
Una barra de acero se dobla para "ormar un anillo circular de %& pulgadas de
sostenido parcialmente por los cables BD y B), los cuales se unen al anillo en
tensión en el cable B) es de & lb determine las componentes de la "uer#a e$e
sobre el soporte colocado en ).
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SOL"CI&N
Haciendo el diagrama de cuerpo libre:
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PRO$LEMA )
Determinar la magnitud y la dirección de la resultante de las dos "uer#as
siguiente "igura, donde * + -ips y + / -ips.
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SOL"CI&N
Haciendo el diagrama de cuerpo libre:
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E)UI&I*+I% ,E U(A !AT-CU&A E( E& ES!ACI%
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PRO$LEMA *
Un cilindro de 2 -g se sostiene por medio de los cables AB y AC 'ue se ama
m(s alta de una pared 0ertical. Una "uer#a ori#ontal P perpendicular a la pare
la posición mostrada. Determine la magnitud de P y la tensión en cada acble.
&
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SOL"CI&Nomando el punto A como una part3cula y aciendo el diagrama de cuerpo libre:
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PRO$LEMA +
res cables son usados para amarrar el globo 'ue se muestra en la "igura. Si
cable AB es de 245 !, determine la "uer#a 0ertical P 'ue e$erce el globo en A.
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SOL"CI&N
Haciendo el diagrama de cuerpo libre:
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PRO$LEMA ,
Una torre de transmisión se sostiene por medio de tres alambres 'ue est(n unid
colocada en A y se anclan mediante pernos en B, C y D, Si la tensión en el ala
%,& -!, determine la "uer#a 0ertical P e$ercida por la torre sobre la punta puesta
![Page 25: a1ea4d38d6e2b795ee3f8a79e1971c00_250459047366907_Mecanica-aplicada-](https://reader034.fdocuments.es/reader034/viewer/2022051303/5695d4b81a28ab9b02a27c43/html5/thumbnails/25.jpg)
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SOL"CI&NHaciendo el diagrama de cuerpo libre:
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PRO$LEMA -
)l monta$e de apoyo 'ue se muestra en la "igura est( atornillada al piso en B,
en A una "uer#a P dirigida acia aba$o. Si las "uer#as presentes en los element
est(n dirigidas a lo largo de los respecti0os elementos, y la "uer#a en el element
lb, determine la magnitud de P
&
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SOL"CI&NHaciendo el diagrama de cuerpo libre:
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PRO$LEMA 1
Una torre de transmisión se sostiene por medio de tres alambres 'ue est(n unid
colocada en A y se anclan mediante pernos en B, C y D, Si la torre e$erce sob
"uer#a 0ertical acia arriba de / -!, determine la tensión en cada alambre.
SO C &
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SOL"CI&NHaciendo el diagrama de cuerpo libre:
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PRO$LEMA 11
Determine la magnitud de la "uer#a resultante 6, as3 como su dirección, de las
muestran en la "igura.
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PRO$LEMA 1%
Determine el (ngulo 7 para conectar la barra A a la placa de madera para
resultante de 8 A y 8B est9 dirigida ori#ontalmente acia la dereca. Ade
magnitud de la "uer#a resultante.
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1. DIBUJO ARTÍSTICO Y DIBUJO TÉCNICO
os artistas transmiten sus ideas y pensamientos de acuerdo con
reglas.
ransmiten el gusto y estilo del artista 'ue lo e$ecuta. *or eso el
artista nunca es igual al de otro, aun'ue se trate del mismo ob$eto
)l dibu$o art3stico se caracteri#a por ser una representación pictórica
medio de e;presión est9tica.
)n este tipo de dibu$o el artista se es"uer#a por acer un cuadro o u
<acuarelas, lien#os, a"ices, etc.= para 'ue cuando se obser0e se te
misma impresión mental 'ue la producida por el dibu$o.
)stos son e$emplos de Dibu$o Art3stico.
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2. DIBUJO TÉCNICO MECÁNICO
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3. ÚTILES DEL DIBUJO TÉCNICO
> Inst!"#nt$s% #&!'($s ) "*t#'*+#s
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L, '
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> L,('-#s
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> F$"*t$ # /$0*s
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> F$"*t$ # /$0*s
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. ESCALAS
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. L#t*s ) N"#$s N$"*+'4*$s
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EJERCICIOS
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1. 6eali#ar la siguiente pr(ctica de letras
may?sculas y n?meros normali#ados
2 6eali#ar la siguiente pr(ctica de letras
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2. 6eali#ar la siguiente pr(ctica de letras
min?sculas normali#ados
CONCL"SIONES DEL EMA
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1. An/e0 de emlea2 Au/ocad lo0 alumno0 de3en la0 lo 4ue 0igni5ca el DI$"6O 7CNICO O MECÁ
%. Lo0 alumno0 de3en 8ace2 /2a9o0 de le/2a0 n;adecuadamen/e'. Emlea2 co22ec/amen/e lo0 2inciale0 elemen
di3u<o mec=nico
S"GERENCIAS
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1. Reali9a2 /2a9o0 de le/2a0 n;me2o0%. >ace2 3o04ue<o0 o di3u<o0 a mano al9ada
'. Alguna0 cla0e0 e20onali9ada0
PREG"NAS DE
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A"OE?AL"ACI&N
1. @Po2 4u aa2eció el di3u<o /cnicoB%. @Cómo 0e cla0i5can lo0 l=ice0 a2a di3u<o /cnico cu=nd
emleanB'. @u 0on e0cala0 como 0e cla0i5can cu=ndo 0e emleanB
La0 2egun/a0 0e2=n de3a/ida0 al inicio de la 2óima /u/o2Fa 0ecuenciali9a2 la /ema/i9ación.
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Po2 0u A/ención