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Presented by:
Kumar Roshan (3120609)
 As

today population in the Metro cities
is increasing day by day and space
required for their residence and work
place is less i.e. why we have to
increase the space not horizontally
but vertically by constructing this
type of sky scrappers as in the case of
Dubai,
New
York, Mumbai, Hyderabad, Delhi etc..
 Vertical

loads:
 DEAD LOADS
 LIVE LOADS

Lateral loads:
 SEISMIC LOAD (EARTHQUAKE LOAD)
 WIND LOAD
o
The difference between the structural design as a result
of wind of a typical high-rise building and our 800
meter high tower is explained using the wind spectrum
and natural frequencies. that the wind fluctuates with
the time. According to winds speeds, wind pressure and
the resulting structural response are generally
treated as stationary random processes in which the
time averaged or mean component is separated from
the fluctuating component.
 Dynamic

amplification factor is included in the
structural factor cscd.
 This factor takes into account the effect of wind
actions from the non-simultaneous occurrence
of peak wind pressure on the surface together
with the effect of turbulence.
 While it is allowed to use a quasi-static load in
the structural design of the building the
dynamic effects still have to be considered
 A frequency below 1 Hz is a well-known rule of
thumb which determines if the lowest natural
frequency has a significant resonant response
 Another

phenomenon which affects the
design of a tall building is vortex shedding.
 Tall buildings are bluff bodies and when the
wind blows against the building vortices are
created which result in an alternating force
perpendicular to the wind direction.
 When vortex shedding frequency approaches
the natural frequency of the building
resonance occurs.
 When the vortex shedding phenomenon takes
place along a large part of the height of the
building it can result in large forces and
amplitudes.


This design load
gives the forces
and deformation
of the structure
due to the wind.

 The

basic design
criteria
stability, strengt
h and
serviceability
should be
 The

fluctuation in the upstream wind causes
the building to vibrate resulting in
accelerations.
 These accelerations can negatively influence
the inhabitants of a tall building.
 Human comfort is an important issue in tall
buildings because accelerations can make
inhabitants insecure.
 The wind spectrum and transfer function is
used to determine the standard deviation of
the acceleration due to the fluctuation in the
upstream wind.
 Tall

buildings are
bluff bodies which
cause the flow to
detach
from
the
structure instead of
the contour of the
building.
 When
this
happens
vortices are created
which
cause
a
periodically
alternating
force
perpendicular to the
 Fw

= Cs x Cd × Cf × qp
(Ze ) × A (in kN)
 Q = Cd x Cf x Cs ×
qp(Ze) ×b (in kN/m)
 Where

Cs Cd is the
structural factor
cf is the force
coefficient

b is the reference
width
qp is the peak velocity
pressure at height Ze
 The

background response factors B2 takes
into account the effect of wind actions from
the nonsimultaneous occurrence of peak
wind pressure on the surface.
 the

resonance response factor allowing for
turbulence in resonance with the considered
vibration mode of the structure.
2.1 Force coefficient cf
 cf

is the largest
value of the wind
load to which
the
shape
is
exposed when we
consider that the
wind can act on
the building in
any direction
2.3Peak velocity pressure qp


During the structural design firstly the tower
was assumed to be full clamped.



This was done because the foundation had not yet
been designed.



The deformation due to the rotational stiffness
of the foundation was then included after the
rotational stiffness was known.

Deformation is due to the rotational
1. Core
2. Core-outrigger
3. Dia-grid

 Besides

having to comply with the comfort
demand which limits the deflection
 The accelerations in a tall building also have
to be kept beneath a certain value.
 In a tall building it is not the motion itself
but the acceleration which is the cause of
discomfort for its inhabitants.
 This is similar to how a person in a car feels
nothing at a constant speed but does feel
something when the car accelerates or
decelerates.
 If the accelerations are too large they can
result in insecure or even nauseous
inhabitants
making the top floors unrentable.
 The

building does not satisfy the criteria for
accelerations due to first natural frequency
and the fluctuating wind and the other
contributing natural frequencies have not been
taken into account by : Changing its mass.
 Changing its stiffness.
 Increasing its damping.
 Choosing its shape
 The shape of the building has already been
chosen and changing the mass and stiffness can
be very costly if significant improvements are
needed.
 Also they can have adverse effects such as an
increase of the jerk component or increased
settlements due to a larger load on the
foundation.
 Vortex

excitation is one of the critical
phenomena that affects tall slender
towers.
 Tall buildings are bluff bodies which cause
the flow to detach from the structure
instead of following the contour of the
building.
 Because

vortex shedding is a serious problem
the structural engineer should try to
mitigate the vortex shedding process.
 Reduction of the vortex shedding can be
achieved in the following ways
 Confusing the vortex shedding by changing the
cross-section of the tower along the height
of the building.
 Disrupting the vortex shedding process by
allowing the wind to bleed through slots.
 Changing
the cross-section changes the
frequency at which thevortices are shed
 Whether

vortex shedding becomes a
problem for the building is dependent on
two frequencies, namely:
 · The fundamental frequency of vibration the
building
 · The frequency at with which the vortices
are shed
 When these two frequencies are equal
resonance occurs.
 The forces due to the shedding of vortices
then shake the building at its most
vulnerable frequency which results in large
acrosswind vibrations.


Each high-rise project is unique and depends on
the many conditions which influence the choices
made in the design of a tall building. Examples
of such conditions are the wind climate, the
characteristics of the subsoil.



For the construction of sky-scrappers there is a
requirement of new codal provisions.



Out of our alternatives studies DIAGRIDS are the
best













[1] Woudenberg, I.A.R, Wind belasting en het hoogbouw
ontwerp, cement 2006
[2] Holmes, J., Wind loading on structures,
[3] NEN-EN 1991-1-4 Wind actions
[4] Baker B., supertalls the next generation, CTBUH 2010
world conference – India
[27] Mitcheson-Low M., Rahimian A.,O’Brien, D. ,Case study

Nakheel tower the vertical city

,CTBUH journal 2009 issue 2
[34] Dutton,R. and Isyumov,N. (1990), Reduction of tall

building motions by aerodynamic
treatments, journal of Wind Engineering and industrial
aerodynamics, p36
[57] Miyashita et al, Wind-induced response of high-rise

buildings : Effects of Corner Cuts or
Openings in Square Buildings, Journal of Wind Engineering
and Industrial Aerodynamics, 50
(1993) 319-328 Elsevier

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Wind effect on high rise buildings

  • 2.  As today population in the Metro cities is increasing day by day and space required for their residence and work place is less i.e. why we have to increase the space not horizontally but vertically by constructing this type of sky scrappers as in the case of Dubai, New York, Mumbai, Hyderabad, Delhi etc..
  • 3.  Vertical loads:  DEAD LOADS  LIVE LOADS Lateral loads:  SEISMIC LOAD (EARTHQUAKE LOAD)  WIND LOAD o
  • 4. The difference between the structural design as a result of wind of a typical high-rise building and our 800 meter high tower is explained using the wind spectrum and natural frequencies. that the wind fluctuates with the time. According to winds speeds, wind pressure and the resulting structural response are generally treated as stationary random processes in which the time averaged or mean component is separated from the fluctuating component.
  • 5.  Dynamic amplification factor is included in the structural factor cscd.  This factor takes into account the effect of wind actions from the non-simultaneous occurrence of peak wind pressure on the surface together with the effect of turbulence.  While it is allowed to use a quasi-static load in the structural design of the building the dynamic effects still have to be considered  A frequency below 1 Hz is a well-known rule of thumb which determines if the lowest natural frequency has a significant resonant response
  • 6.  Another phenomenon which affects the design of a tall building is vortex shedding.  Tall buildings are bluff bodies and when the wind blows against the building vortices are created which result in an alternating force perpendicular to the wind direction.  When vortex shedding frequency approaches the natural frequency of the building resonance occurs.  When the vortex shedding phenomenon takes place along a large part of the height of the building it can result in large forces and amplitudes.
  • 7.  This design load gives the forces and deformation of the structure due to the wind.  The basic design criteria stability, strengt h and serviceability should be
  • 8.  The fluctuation in the upstream wind causes the building to vibrate resulting in accelerations.  These accelerations can negatively influence the inhabitants of a tall building.  Human comfort is an important issue in tall buildings because accelerations can make inhabitants insecure.  The wind spectrum and transfer function is used to determine the standard deviation of the acceleration due to the fluctuation in the upstream wind.
  • 9.  Tall buildings are bluff bodies which cause the flow to detach from the structure instead of the contour of the building.  When this happens vortices are created which cause a periodically alternating force perpendicular to the
  • 10.  Fw = Cs x Cd × Cf × qp (Ze ) × A (in kN)  Q = Cd x Cf x Cs × qp(Ze) ×b (in kN/m)  Where Cs Cd is the structural factor cf is the force coefficient b is the reference width qp is the peak velocity pressure at height Ze
  • 11.  The background response factors B2 takes into account the effect of wind actions from the nonsimultaneous occurrence of peak wind pressure on the surface.
  • 12.  the resonance response factor allowing for turbulence in resonance with the considered vibration mode of the structure.
  • 13. 2.1 Force coefficient cf  cf is the largest value of the wind load to which the shape is exposed when we consider that the wind can act on the building in any direction
  • 15.  During the structural design firstly the tower was assumed to be full clamped.  This was done because the foundation had not yet been designed.  The deformation due to the rotational stiffness of the foundation was then included after the rotational stiffness was known. Deformation is due to the rotational 1. Core 2. Core-outrigger 3. Dia-grid 
  • 16.  Besides having to comply with the comfort demand which limits the deflection  The accelerations in a tall building also have to be kept beneath a certain value.  In a tall building it is not the motion itself but the acceleration which is the cause of discomfort for its inhabitants.  This is similar to how a person in a car feels nothing at a constant speed but does feel something when the car accelerates or decelerates.  If the accelerations are too large they can result in insecure or even nauseous inhabitants making the top floors unrentable.
  • 17.  The building does not satisfy the criteria for accelerations due to first natural frequency and the fluctuating wind and the other contributing natural frequencies have not been taken into account by : Changing its mass.  Changing its stiffness.  Increasing its damping.  Choosing its shape  The shape of the building has already been chosen and changing the mass and stiffness can be very costly if significant improvements are needed.  Also they can have adverse effects such as an increase of the jerk component or increased settlements due to a larger load on the foundation.
  • 18.  Vortex excitation is one of the critical phenomena that affects tall slender towers.  Tall buildings are bluff bodies which cause the flow to detach from the structure instead of following the contour of the building.
  • 19.  Because vortex shedding is a serious problem the structural engineer should try to mitigate the vortex shedding process.  Reduction of the vortex shedding can be achieved in the following ways  Confusing the vortex shedding by changing the cross-section of the tower along the height of the building.  Disrupting the vortex shedding process by allowing the wind to bleed through slots.  Changing the cross-section changes the frequency at which thevortices are shed
  • 20.  Whether vortex shedding becomes a problem for the building is dependent on two frequencies, namely:  · The fundamental frequency of vibration the building  · The frequency at with which the vortices are shed  When these two frequencies are equal resonance occurs.  The forces due to the shedding of vortices then shake the building at its most vulnerable frequency which results in large acrosswind vibrations.
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  • 63.  Each high-rise project is unique and depends on the many conditions which influence the choices made in the design of a tall building. Examples of such conditions are the wind climate, the characteristics of the subsoil.  For the construction of sky-scrappers there is a requirement of new codal provisions.  Out of our alternatives studies DIAGRIDS are the best
  • 64.            [1] Woudenberg, I.A.R, Wind belasting en het hoogbouw ontwerp, cement 2006 [2] Holmes, J., Wind loading on structures, [3] NEN-EN 1991-1-4 Wind actions [4] Baker B., supertalls the next generation, CTBUH 2010 world conference – India [27] Mitcheson-Low M., Rahimian A.,O’Brien, D. ,Case study Nakheel tower the vertical city ,CTBUH journal 2009 issue 2 [34] Dutton,R. and Isyumov,N. (1990), Reduction of tall building motions by aerodynamic treatments, journal of Wind Engineering and industrial aerodynamics, p36 [57] Miyashita et al, Wind-induced response of high-rise buildings : Effects of Corner Cuts or Openings in Square Buildings, Journal of Wind Engineering and Industrial Aerodynamics, 50 (1993) 319-328 Elsevier