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Engineer's Studio® 2D Japan Civil Codes Uniaxial Section Design (Partial Factors method) Option
Program to calculate inplane load of plane skeleton
●Price
●Released date
US$1,430
December 2017
 Engineer's Studio® Seminar in English
Date: 9 February 2018, 9:00 - 12:00 (Japan time)
Venue: on the Web
Participation fee: Free

 Introduction

We added a separately sold option "Japan Civil Codes Uniaxial Section Design (Partial Factors method) Option supporting the 2017 Specifications for Highway Bridges". This option allows users to conduct a bending stress test, bending strength test, and shear strength test with the partial factors method.

 Verification contents
Main verification contents related to reinforcing bar concrete as below.
  • ● Specification III 5.5.1 "Bending axial force at RC limit 1
      1) Mydmin ≦ M ≦ Mydmax

    ● Specification III 5.5.2 "Shear of RC in limit status 1"
      1)S ≦ Susd  2) S ≦ Sucd

    ● Specification III 5.7.1 "Bending axial force of RC in limit status 3"
      1)Mudmin ≦ M ≦ Mudmax

    ● Specification III 5.7.2 "Shear of RC in limit status 3"
      1)S ≦ Susd  2)S ≦ Sucd

    ● Specification III 6.2.2 "Rebar strength"
      1)σs ≦ σsl (Rebar in material axial direction)   2)σs ≦ σsl (Shear reinforcing bar)

    ● Specification III 6.3.2 "Material strength"
      1)σs ≦ σsl (Rebar in axial direction)  2)σs ≦ σsl (Shear reinforcing bar)  3)σ'cc ≦ σ'ccl

    ● Specification IV 5.2.1 "Minimal dose of RC rebar"
      1)Mud ≧ Mc  2)Ast ≧ (500mm2)L

    ● Specification IV 5.2.7 "RC shear"
      1)S ≦ Susd  2)S ≦ Sucd  3)τm ≦ τml

    ● Specification IV 6.2 "Rebar corrosion"
      1)σs ≦σsl (Rebar in axial direction)  2)σs ≦ σsl (Shear reinforcing bar)

    ● Specification IV 6.3 "RC fatigue"
      1)σs ≦ σsl (Rebar in axial direction)  2)σs ≦ σsl (Shear reinforcing bar)  3)σ'cc ≦ σ'ccl

    ● Specification V 6.2.4 "Plastic RC shear"
      1)S ≦ Susd
Then,
  • Ast: total areas of rebar in the section
  • L: perimeter of concrete section
  • Mc: cracked bending moment
  • Mud: merged direction of biaxial bending calculated from the formula in Specification III (5.8.1)
  • Mydmax: merged direction of biaxial bending calculated from the formula (5.5.1)
  • Mydmin: limit value on the opposite side of Mydmax
  • M: merged direction of biaxial bending at bending moment that comes on material section
  • Susd: limit value of shear force against diagonal drawing destruction
  • Sucd: limit value of shear force against pressing destruction of web concrete
  • S: shear force produced in material section. section yp axis or section zp axis.

Any of the axial directions
  • σ'ccl: limit value of concrete press stress
  • σ'cc: pressing stress generated on concrete
  • σsl: limit value of drawing stress generated on material axial direction rebar or shear reinforcing bar
  • σs: drawing stress generated on material axial direction rebar or shear reinforcing bar
  • τml: limit value of average shear stress of concrete
  • τm: average shear stress of concrete
 Enter and result

Fig. 1 is an example of enter screen (shear related). Fig.2 is a example of result screen (general overview), and a report output example (detailed result) on Fig.3.


画像をクリックすると大きな画像が表示されます。 画像をクリックすると大きな画像が表示されます。 画像をクリックすると大きな画像が表示されます。
Fig. 1 Input screen (shear) Fig. 2 Result screen (general overview) Fig. 3 Report export
(detailed result)
 Conclusion

The original sentence of this topic was created before the publication of Specifications. Please understand the possibility of change or addition to the product after the book publication.

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