Manual Carreteras dg 2018

May 9, 2019 | Author: Miguel Livia | Category: Mathematics
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DISEÑO GEÓMETRICO DE CARRETERAS MEDIANTE DG -2018 Página

1.-- CLAS 1. CLASIFI IFICACI CACIÓN ÓN DE LA CARRET CARRETERA ERA Demanda Orografa

I P S

2.-- VEL 2. VELOCI OCIDA DAD D DE DISEÑ DISEÑO O

450 Segunda clase 60% Tipo 3 : Accidentado 8%

Sección 101.04

14

Sección 102.03

15

tabla 204.01

50 ; 60; 7 Velocidad =

96

60 km/h

3.-- DIS 3. DISEÑO EÑO GEOMÉT GEOMÉTRICO RICO EN EN LANT LANTA 3,1 ad ad!o !o "#n "#n!mo !mo

Sección 302.04.02

60 m&' 12%  0.15 104.** 105.00 m 3,2 +r-a +r-a'' de tran tran'!!/ '!!/n n

129

Tabla 302.02

Sección 302.05 Sección 302.05.03

60 m& 105.00 m 0.5 12 m!n  7 1 .7 2 m!n  72 ong!td de r-a de tran'!!/n

m!n  m!n 

Tabla 302.05

4 8 .* * 50.00 m

CONDICIONES 1, 2,

3, 3,3 3, 3 So Sobr brean eano o

m!n  30

35.00 9 m!n 

72.00 9 105.0 325.00 m Sin tansición

tabla 302.11A Sección 302.09

160

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n

2 105.00 m 10.55 m 60 m& 1.65 m ong!td de tran'!!/n : de'arrollo de 'obreano

2 3 2 5 . 00 m 1 0 . 55 m 60 m& 0.68 m Sección 302.09.04

163

Sección 302.0!

153

 27.50 m  m!n m!n tansición de pealte

!( m<



1.2% 8% =2% 3.3 27.50 m

tabla 303.01

3,4 ong! ong!tde' tde' en tangen tangente te

m!n. '  m!n. o  m< 

83.40 m 166.80 m 1002.00 m

tabla 304.03

196

tabla 304.01

192

Sección 302.03

12!

m!n.'  84 m m!n.o  16 167 m ma<  10 1002 m

!.-- DIS !. DISEÑO EÑO GEOM GEOMÉTRI ÉTRICO CO EN EN ERFIL ERFIL 4,1 Pend Pend!ent !ente' e' meg!n l!gnment nd Eormal Solder nd Eormal +roKn e-el +roKm e-er'e +roKn oK Solder "at >eg!n Gll S(er nd )ll S(er oK Solder "at e-er'e +roKn e-el +roKm >eg!n Eormal +roKn >eg!n Eormal Solder



Smoot!ng + +r-e e engt 0 0 0 0 0 0 0 0 0 0 0 0 0

eJ O Ot'!de S Solder =4.00% =4.00% =4.00% =4.00% =4.00% =4.00% =8.00% =8.00% =4.00% =4.00% =4.00% =4.00% =4.00%

eJ O Ot'!de a ane = 2 . 0 0% = 2 .0 0% = 2 .0 0 % = 2 . 0 0% = 2 . 0 0% = 4 . 0 0% = 8 .0 0% = 8 .0 0 % = 4 . 0 0% = 2 . 0 0% = 2 . 0 0% = 2 . 0 0% = 2 . 0 0%

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>eg!n Eormal Solder

0

=4.00%

= 2 . 0 0%

De'r!(?on

Smoot!ng + +r-e e engt

eJ O Ot'!de S Solder

eJ O Ot'!de a ane

nd Eormal Solder nd Eormal +roKn e-el +roKm e-er'e +roKn oK Solder "at >eg!n Gll S(er nd )ll S(er oK Solder "at e-er'e +roKn e-el +roKm >eg!n Eormal +roKn >eg!n Eormal Solder

0 0 0 0 0 0 0 0 0 0 0 0

=4.00% =4.00% =4.00% =4.00% =4.00% =8.00% =8.00% =4.00% =4.00% =4.00% =4.00% =4.00%

= 2 .0 0% = 2 .0 0 % = 2 . 0 0% = 2 . 0 0% = 4 . 0 0% = 8 .0 0% = 8 .0 0 % = 4 . 0 0% = 2 . 0 0% = 2 . 0 0% = 2 . 0 0% = 2 . 0 0%





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e-el +roKm >eg!n Eormal +roKn >eg!n Eormal Solder

0 0 0

0 . 0 0% =2.00% =4.00%

0.00% = 2 . 0 0% = 2 . 0 0%

De'r!(?on

Smoot!ng + +r-e e engt

eJ O Ot'!de S Solder

eJ O Ot'!de a ane

nd Eormal Solder nd Eormal +roKn e-el +roKm e-er'e +roKn oK Solder "at >eg!n Gll S(er nd )ll S(er oK Solder "at e-er'e +roKn e-el +roKm >eg!n Eormal +roKn >eg!n Eormal Solder

0 0 0 0 0 0 0 0 0 0 0 0

=4.00% =4.00% =4.00% =4.00% =4.00% =8.00% =8.00% =4.00% =4.00% =4.00% =4.00% =4.00%

= 2 .0 0% = 2 .0 0 % = 2 . 0 0% = 2 . 0 0% = 4 . 0 0% = 8 .0 0% = 8 .0 0 % = 4 . 0 0% = 2 . 0 0% = 2 . 0 0% = 2 . 0 0% = 2 . 0 0%



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oK Solder "at e-er'e +roKn e-el +roKm >eg!n Eormal +roKn >eg!n Eormal Solder

0 0 0 0 0

4 .0 0% 2 .0 0 % 0 . 0 0% =2.00% =4.00%

4.00% 2.00% 0.00% = 2 . 0 0% = 2 . 0 0%

De'r!(?on

Smoot!ng + +r-e e engt

eJ O Ot'!de S Solder

eJ O Ot'!de a ane

nd Eormal Solder nd Eormal +roKn e-el +roKm e-er'e +roKn oK Solder "at >eg!n Gll S(er

0 0 0 0 0 0

=4.00% =4.00% =4.00% =4.00% =4.00% =8.00%

= 2 .0 0% = 2 .0 0 % = 2 . 0 0% = 2 . 0 0% = 4 . 0 0% = 8 .0 0%



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eJ eJ In In'!d '!de an ane e 0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00%

eJ eJ In' In'!d !de e S Sol older der 0 .0 0 % 0 .0 0 % 0 .0 0 % 0 .0 0 % 0 .0 0 % 0 .0 0 % 0 .0 0 % 0 .0 0 % 0 .0 0 % 0 .0 0 % 0 .0 0 % 0 .0 0 % 0 .0 0 %

!g !gtt Ot Ot'! '!de de So Sold lder er =4.00% =4.00% =2.00% 0 .0 0 % 2 .0 0 % 4 .0 0 % 8 .0 0 % 8 .0 0 % 4 .0 0 % 2 .0 0 % 0 .0 0 % =2.00% =4.00%

!g !gtt O Ot'!d t'!de e an ane e =2.00% =2.00% =2.00% 0 .0 0% 2 .0 0% 4 .0 0% 8 .0 0% 8 .0 0% 4 .0 0% 2 .0 0% 0 .0 0% =2.00% =2.00%

!g !gtt In' In'!d !de e an ane e 0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00%

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0.00%

0 .0 0 %

=4.00%

=2.00%

0.00%

eJ eJ In In'!d '!de an ane e

eJ eJ In' In'!d !de e S Sol older der

!g !gtt Ot Ot'! '!de de So Sold lder er

!g !gtt O Ot'!d t'!de e an ane e

!g !gtt In' In'!d !de e an ane e

0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00%

0 .0 0 % 0 .0 0 % 0 .0 0 % 0 .0 0 % 0 .0 0 % 0 .0 0 % 0 .0 0 % 0 .0 0 % 0 .0 0 % 0 .0 0 %

=4.00% =2.00% 0 .0 0 % 2 .0 0 % 4 .0 0 % 8 .0 0 % 8 .0 0 % 4 .0 0 % 2 .0 0 % 0 .0 0 %

=2.00% =2.00% 0 .0 0% 2 .0 0% 4 .0 0% 8 .0 0% 8 .0 0% 4 .0 0% 2 .0 0% 0 .0 0%

0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00%

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0.00% 0.00% 0.00%

0 .0 0 % 0 .0 0 % 0 .0 0 %

=4.00% =4.00% =4.00%

=2.00% =2.00% =2.00%

0.00% 0.00% 0.00%

eJ eJ In In'!d '!de an ane e

eJ eJ In' In'!d !de e S Sol older der

!g !gtt Ot Ot'! '!de de So Sold lder er

!g !gtt O Ot'!d t'!de e an ane e

!g !gtt In' In'!d !de e an ane e

0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00%

0 .0 0 % 0 .0 0 % 0 .0 0 % 0 .0 0 % 0 .0 0 % 0 .0 0 % 0 .0 0 % 0 .0 0 %

=4.00% =2.00% 0 .0 0 % 2 .0 0 % 4 .0 0 % 8 .0 0 % 8 .0 0 % 4 .0 0 %

=2.00% =2.00% 0 .0 0% 2 .0 0% 4 .0 0% 8 .0 0% 8 .0 0% 4 .0 0%

0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00%

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0.00% 0.00% 0.00% 0.00% 0.00%

0 .0 0 % 0 .0 0 % 0 .0 0 % 0 .0 0 % 0 .0 0 %

=4.00% =4.00% =4.00% =4.00% =4.00%

=4.00% =2.00% =2.00% =2.00% =2.00%

0.00% 0.00% 0.00% 0.00% 0.00%

eJ eJ In In'!d '!de an ane e

eJ eJ In' In'!d !de e S Sol older der

!g !gtt Ot Ot'! '!de de So Sold lder er

!g !gtt O Ot'!d t'!de e an ane e

!g !gtt In' In'!d !de e an ane e

0.00% 0.00% 0.00% 0.00% 0.00% 0.00%

0 .0 0 % 0 .0 0 % 0 .0 0 % 0 .0 0 % 0 .0 0 % 0 .0 0 %

=4.00% =2.00% 0 .0 0 % 2 .0 0 % 4 .0 0 % 8 .0 0 %

=2.00% =2.00% 0 .0 0% 2 .0 0% 4 .0 0% 8 .0 0%

0.00% 0.00% 0.00% 0.00% 0.00% 0.00%

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!gt In'!de Solder 0.00% 0.00% 0.00% 0.00%

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0.00%

!gt In'!de Solder 0.00%

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0.00% 0.00% 0.00%

!gt In'!de Solder

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0.00% 0.00% 0.00% 0.00% 0.00%

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S(erele-a?on eg!on 1 1 1 1 1 1 1 1 1 1 1 1 2

Sta?on 0C000.00 0C152.6* 0C15*.57 0C166.44 0C173.32 0C180.1* 0C1*3.*4 0C27*.11 0C2*2.86 0C2**.74 0C306.61 0C313.4* 0C320.36 0C377 05

De'r!(?on t!ng +r-e  Ot'!de So J Ot'!de a >eg!n l!gnment 0 =4.00% = 2 .0 0% nd Eormal Solder 0 =4.00% = 2 .0 0% nd Eormal +roKn 0 =4.00% = 2 .0 0% e-el +roKm 0 =4.00% = 2 .0 0 % e-er'e +roKn 0 =4.00% = 2 .0 0 % oK Solder "at 0 =4.00% = 4 .0 0% >eg!n Gll S(er 0 =8.00% = 8 . 0 0% nd )ll S(er 0 =8.00% = 8 .0 0% oK Solder "at 0 =4.00% = 4 .0 0% e-er'e +roKn 0 =4.00% = 2 .0 0 % e-el +roKm 0 =4.00% = 2 .0 0 % >eg!n Eormal +roKn 0 =4.00% = 2 .0 0 % >eg!n Eormal Solder 0 =4.00% = 2 .0 0% nd Eormal Solder 0 4 0 0% 2 0 0%

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4 4 4 5 5 5

1C316.48 1C323.36 1C330.23 1C*22.52 1C*2*.40 1C*36 27

e-el +roKm >eg!n Eormal +roKn >eg!n Eormal Solder nd Eormal Solder nd Eormal +roKn e-el +roKm

0 0 0 0 0 0

0 . 0 0% =2.00% =4.00% =4.00% =4.00% 4 0 0%

0.00% = 2 .0 0 % = 2 .0 0% = 2 .0 0% = 2 .0 0% 2 0 0%

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J In'!de In'!de an In'!de In'!de Solt Solt Ot'!de Ot'!de So t Ot'!de Ot'!de agt agt In'!de In'!de a t In'!de In'!de Solder Solder 0 0 = 4 . 0 0% = 2 .0 0% 0 0 0 0 = 4 . 0 0% = 2 .0 0% 0 0 0 0 = 2 . 0 0% = 2 .0 0% 0 0 0 0 0.00% 0.00% 0 0 0 0 2 0 0% 2 0 0% 0 0

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0 0 0 0 0 0

0 0 0 0 0 0

= 4 . 0 0% = 4 . 0 0% = 4 . 0 0% = 4 . 0 0% = 2 . 0 0% 0 0 0%

= 2 .0 0% = 2 .0 0% = 2 .0 0% = 2 .0 0% = 2 .0 0% 0 0 0%

0 0 0 0 0 0

0 0 0 0 0 0

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