How to model voided slab system?

How to model?

Modeling Basis — 01

When modeling a

voided slab system

, first the cross-sectional value (moment of inertia, unit volume and cross-sectional area) of the 𝙸 section formed by disposable formworks are calculated. Equivalent section coefficients are obtained by comparing voided slab cross section values with flat section values. The voided slab model is created by multiplying these coefficients with relevant parameters such as effective section stiffness, modulus of elasticity and concrete unit volume weight in the structural design software used.

1. Determine parameters for flat (full) slab 2.

Modeling Steps — 02

Modeling steps:

  1. Determine parameters for flat (full) slab
  2. Calculate voided slab equivalent coefficients
  3. Construct dead and live load combinations
  4. Do the preliminary design
  5. Check the slab thickness by inspecting moment diagrams
  6. Check the punching zones by inspecting shear diagrams

Section Factors — 03

Flat slab cross-section features with the same geometry as the voided slab cross-section features are determined and the following features of the 2 slabs are proportioned:

Section Area Factor
A voided / A full
Concrete Volume Factor
V voided / V full
Moment of Inertia Factor
𝙸 voided / 𝙸 full

These ratios are used by multiplying effective section stiffness in the code.

Worked Example — 04

Example of equivalent section calculation

Equivalent section calculation for a 30 cm thick slab

Design table for voided slabs with different openings:

Ornek Modelleme Tablosu
Ekran Resmi 2021 02 09 10.41.14
On Tasarim Tablosu EN

Preliminary Design Table — 05

Design table for voided slabs with different openings:

On Tasarim Tablosu EN

Example Projects — 06

Voided slab system sample designs:

Example Project 01

KuyaĹź Borsa Tower, Istanbul

Ă–rnek Tasarim 1
Number of floors
17
Total slab area
20,000 m 2
Max. opening
8 x 8.5 m
Slab thickness
H 30 cm (7 + Volimax H16 + 7)

Advantages compared to 30 cm flat slab :

  • 25% reduction in total building weight
  • 10% savings in total concrete and steel consumption
  • Reduction in the number of foundation piles
  • Reduction in foundation height

Example Project 02

Avrupa Residences, Kale Istanbul

Ă–rnek Tasarim 2
Number of floors
15
Total slab area
15,000 m 2
Max. opening
8 x 8.5 m
Slab thickness
H 40 cm (10 + Volimax H20 + 10)

Advantages compared to 40 cm flat slab:

  • 20% reduction in total building weight
  • 10% savings in total concrete steel consumption
  • Reduction in shear wall sections

Example Project 03

Emaar Square, Istanbul

Ă–rnek Tasarim 3
Number of floors
2
Total slab area
800 m 2
Max. opening
16 x 16 m
Slab thickness
H 70 cm (11 + Volimax H48 + 11)

Advantages compared to post-tensioned slab :

  • 25% savings on total construction cost
  • Significant reduction in construction time

Example Project 04

Marmara Tower, Istanbul

Ă–rnek Tasarim 4
Number of floors
29
Total slab area
15,000 m 2
Max. opening
7 x 8 m
Slab thickness
H 35 cm (8 + Volimax H20 + 7)

Advantages compared to 20/60 cm beam slab :

  • Convenience in wall partitions thanks to flat ceiling
  • Reduction in formwork labor
  • Reduction in total construction time
  • Economical and design gains from increased floor height

Example Project 05

GĂĽmĂĽĹźtay, Istanbul

Ă–rnek Tasarim 5
Number of floors
3
Total slab area
1,500 m 2
Max. opening
6 x 10 m
Slab thickness
H 50 cm (10 + Volimax H32 + 8)

Advantages compared to 20/60 cm beam slab :

  • Convenience in wall partitions thanks to flat ceiling
  • Reduction in formwork labor cost
  • eduction in total construction time
  • Economical and design gains from increased floor height

Finite Element Diagrams — 07

Sample finite elements diagrams:

Moment (M11 & M22)

Voided Slab - Moment (M11 & M22)
Voided Slab -
GS Boşluklu Döşeme Moment
Flat Slab - Moment (M11 & M22)
Flat Slab -
GS Mantar Döşeme Moment
Ribbed Slab with Filling - Moment (M11 & M22)
Ribbed Slab with Filling -
GS Çift Yönde Asmolen Moment

Shear (S13 & S23)

Voided Slab - Shear (S13 & S23)
Voided Slab -
GS Boşluklu Döşeme Kayma
Flat Slab - Shear (S13 & S23)
Flat Slab -
GS Mantar Döşeme Kayma
Ribbed Slab with Filling - Shear (S13 & S23)
Ribbed Slab with Filling -
GS Çift Yönde Asmolen Kayma

You can contact our technical team to review the full report on the sample design from which these Finite Element Diagrams were produced.

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