Idea Statica
  • Steel
  • Concrete
  • Support & Learning
  • Pricing
  • Company
  • Steel overview
  • Connection design
  • Member design
  • Parametric design
  • Steel case studies
  • Concrete overview
  • Walls and D-regions
  • Anchoring design
  • Concrete case studies
  • BIM Overview
  • Supported integrations
  • Checkbot
  • Viewer
  • APIs
  • Support Center
  • E-learning & certification
  • Blog
  • Downloads & Licensing
  • Plans
  • Free community tool
  • Enterprise customers
  • Students & educators
  • How much will you save?
  • About us
  • Contact
  • Research & development
  • Authorized resellers
  • Meet our customers
  • Career
  • Steel
    Steel overviewConnection designMember designParametric designSteel case studies
  • Concrete
    Concrete overviewWalls and D-regionsAnchoring designConcrete case studies
  • BIM OverviewSupported integrationsCheckbotViewerAPIs
  • Support & Learning
    Support CenterE-learning & certificationBlogDownloads & Licensing
  • Pricing
    PlansFree community toolEnterprise customersStudents & educatorsHow much will you save?
  • Company
    About usContactResearch & developmentAuthorized resellersMeet our customersCareer
14-Day Trial
14-Day Trial

Subscribe to our newsletter

Company

  • About us
  • Partners
  • Careers
  • Patent

Resources

  • Customer projects
  • Case studies
  • Connection Library
  • Verification books

Legal

  • EULA
  • Privacy policy
  • California Privacy
  • TOS Viewer
  • Licensing

Help

  • Contact
  • Quote request
  • Resellers
  • Downloads
FacebookInstagramLinkedInYouTube

Ā© IDEA StatiCa 2009-2026

Trusted and used worldwide by engineers, fabricators & consultants.

Support CenterKnowledge Base ArticlesStress limitation check
ConcreteKnowledge baseRCSBeam

Stress limitation check

This article is also available in
ENCZDEESFRITPTNLHUROKRPLTHTRVIZH

The check is basedĀ onĀ generalĀ assumptions,Ā whereĀ twoĀ states of the cross-sectionĀ are resolved:Ā the uncrackedĀ sectionĀ (the tensile strength of the concrete is not ignored)Ā andĀ the fullyĀ crackedĀ section (the tensile strength of the concrete is ignored).Ā The solutionĀ with ignoredĀ concreteĀ tensile strengthĀ is consideredĀ underĀ the assumptionsĀ of ArticleĀ 7.1 (2)Ā EN 1992-1-1.

WhenĀ calculating theĀ stressĀ andĀ deflectionsĀ it isĀ considered as an uncrackedĀ section,Ā if theĀ tensile stress in bendingĀ does notĀ exceedĀ fct,Ā eff.Ā The value ofĀ fct,Ā eff canĀ be consideredĀ asĀ fctm or fctm,fl.Ā The fctm value is used whenĀ calculating theĀ crackĀ widthĀ andĀ tensile stiffening.

As partĀ of thisĀ check,Ā we deal withĀ fourĀ basicĀ casesĀ inĀ terms ofĀ stress limit.

  • 7.2 (2) Compressive stress in members exposed to environments of exposure classes XD, XF and XS should be limited:

∣scāˆ£ā‰¤k1fck\left| {{s}_{c}} \right|\le {{k}_{1}}{{f}_{ck}}∣scā€‹āˆ£ā‰¤k1​fck​

k1=0,6{{k}_{1}}=0,6k1​=0,6

  • 7.2 (3) The stress in the concrete under the quasi-permanent loads is limited:

∣scāˆ£ā‰¤k2fck\left| {{s}_{c}} \right|\le {{k}_{2}}{{f}_{ck}}∣scā€‹āˆ£ā‰¤k2​fck​

k2=0,45{{k}_{2}}=0,45k2​=0,45

  • 7.2 (5) Tensile stresses in the reinforcement under the characteristic combination of loads shall be limited:

∣ssāˆ£ā‰¤k3fyk\left| {{s}_{s}} \right|\le {{k}_{3}}{{f}_{yk}}∣ssā€‹āˆ£ā‰¤k3​fyk​

k3=0,8{{k}_{3}}=0,8k3​=0,8

  • 7.2 (5) Where the stress is caused by an imposed deformation, the tensile stress should not exceed:

∣ssāˆ£ā‰¤k4fyk\left| {{s}_{s}} \right|\le {{k}_{4}}{{f}_{yk}}∣ssā€‹āˆ£ā‰¤k4​fyk​

k4=1{{k}_{4}}=1k4​=1

Where values k1, k2, k3, k4 for use in a Country may be found in its National Annex. The recommended values are 0,8; 1 and 0,75 respectively, characteristic yield stress of the reinforcement, fck characteristic cylinder strength fck determined at 28 days.