Progressive Collapse Due to Column Removal in ... - ERA

1
Progressive Collapse Due to Column Removal in Gravity Frame Structures Kyra Jubinville-WISEST Student, Safa Masajedian, Dr. Robert Driver 1 WISEST Student, 2 Civil Engineering, University of Alberta 3 Civil Engineering, University of Alberta Introduction Methods Going to build experiment in the lab that is 8.7m X 8.7m X 3m Ran several finite element models to see how much the length of overhang should be so results are reliable Had to be comparable to a 2 X 2 bay model Sandbags used to represent everyday load and an actuator to apply a load that would represent the weight of the above floors Sand bags will be put in Bagster Bags then secured using tie wraps Compare results from ABAQUS model and the lab experiment Current design criteria for progressive collapse is Catenary Action and Flexural Action Strong and Weak Axis Using ABAQUS, I proved that there is a strong and weak axis on a beam. This can be compared to a beam that will be used in the progressive collapse experiment. The strong axis will have less deformation than the weak axis Strong axis Weak axis Conclusions This research shows that a gravity frame structure has robustness but will eventually collapse This also proves that what was originally understood about gravity frame structures is incorrect But, there will be enough time to evacuate the building so there will be less fatalities and injuries Having this information will lead to a safer society With this new information, new design criteria can be made so it will be easier to keep the failure local rather than a global failure Results 1.9 metres in length of overhang compared the best to the 2 X 2 bay’s results and is going to be used in the experiment Shear tab failed, which caused more rotation to occur What the 1.9 overhang model looked like when it was finished Overall displacement is 1.6 metres References and Acknowledgements Progressive Collapse Resistance of Composite Steel Frame Structures under Corner Column Removal By Safa S. Masajedian, and Robert G. Driver (2016) Computational Simulation of gravity-Induced Progressive Collapse of Steel-Frame Buildings: Current Trends ans Future Research Needs By Sherif El-Tawil, Honghao Li, and Sashi Kunnath (2013) I would like to give a huge thanks to Syncrude Canada and for all the Steel Centre members. Without them I wouldn’t have been able to have the amazing experience that I did. Purpose of the study is to test the robustness of gravity frame buildings when a column is removed Progressive collapse is when a structural member is damaged or fails, and then collapses. The remaining structural members might not be able to support the increased amount of load, and collapse as well Example is the Ronan Point building in London, England How can we keep failure localized so a proportion of the building doesn’t fail as well? -2.E+05 -1.E+05 -5.E+04 0.E+00 5.E+04 1.E+05 2.E+05 2.E+05 3.E+05 0 0.01 0.02 0.03 Horizontal Loads (N) Beam Rotation (radians) "2 X 2 setup "1.9 m" overhang

Transcript of Progressive Collapse Due to Column Removal in ... - ERA

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Progressive Collapse Due to Column Removal in Gravity Frame StructuresKyra Jubinville-WISEST Student, Safa Masajedian, Dr. Robert Driver1WISEST Student, 2Civil Engineering, University of Alberta 3Civil Engineering, University of Alberta

Introduction Methods

• Going to build experiment in the lab that

is 8.7m X 8.7m X 3m

• Ran several finite element models to see

how much the length of overhang should

be so results are reliable

• Had to be comparable to a 2 X 2 bay

model

• Sandbags used to represent everyday

load and an actuator to apply a load that

would represent the weight of the above

floors

• Sand bags will be put in Bagster Bags

then secured using tie wraps

• Compare results from ABAQUS model

and the lab experiment

• Current design criteria for progressive

collapse is Catenary Action and Flexural

Action

Strong and Weak Axis

• Using ABAQUS, I proved that there is a

strong and weak axis on a beam. This can

be compared to a beam that will be used

in the progressive collapse experiment.

• The strong axis will have less deformation

than the weak axis

• Strong axis

• Weak axis

Conclusions

• This research shows that a gravity frame

structure has robustness but will

eventually collapse

• This also proves that what was originally

understood about gravity frame structures

is incorrect

• But, there will be enough time to

evacuate the building so there will be less

fatalities and injuries

• Having this information will lead to a safer

society

• With this new information, new design

criteria can be made so it will be easier to

keep the failure local rather than a global

failure

Results

• 1.9 metres in length of overhang

compared the best to the 2 X 2 bay’s

results and is going to be used in the

experiment

• Shear tab failed, which caused more

rotation to occur

• What the 1.9 overhang model looked like

when it was finished

• Overall displacement is 1.6 metres

References and Acknowledgements

• Progressive Collapse Resistance of Composite

Steel Frame Structures under Corner Column

Removal By Safa S. Masajedian, and Robert

G. Driver (2016)

• Computational Simulation of gravity-Induced

Progressive Collapse of Steel-Frame Buildings:

Current Trends ans Future Research Needs By

Sherif El-Tawil, Honghao Li, and Sashi Kunnath

(2013)

• I would like to give a huge thanks to Syncrude

Canada and for all the Steel Centre members.

Without them I wouldn’t have been able to have

the amazing experience that I did.

• Purpose of the study is to test the

robustness of gravity frame buildings when a

column is removed

• Progressive collapse is when a structural

member is damaged or fails, and then

collapses. The remaining structural

members might not be able to support the

increased amount of load, and collapse as

well

• Example is the Ronan Point building in

London, England

• How can we keep failure localized so a

proportion of the building doesn’t fail as

well?

-2.E+05

-1.E+05

-5.E+04

0.E+00

5.E+04

1.E+05

2.E+05

2.E+05

3.E+05

0 0.01 0.02 0.03

Ho

rizo

nta

l Lo

ads

(N)

Beam Rotation (radians)

"2 X 2 setup

"1.9 m" overhang