study on foot traffic flows on pedestrian routes in underground traffic system

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Study on Foot Traffic Flows on Pedestrian Routes In Underground Traffic System 1 Moscow State University of Civil Engineering 2 Academy of State Fire Service of Russia, UNK PPBS, EMERCOM 3 Ulyanovsk State Technical University Academy of State fire service of Russia Prof Valery Kholshevnikov 1 , Dr Dmitry Samoshin 2 , Dr Irina Isaevich 3 Moscow State university of civil engineering Ulyanovsk State Technical University

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M oscow S tate university of civil engineering. Academy of State fire service of Russia. Ulyanovsk State Technical University. Study on Foot Traffic Flows on Pedestrian Routes In Underground Traffic System. Prof Valery Kholshevnikov 1 , Dr Dmitry Samoshin 2 , Dr Irina Isaevich 3. - PowerPoint PPT Presentation

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Study on Foot Traffic Flows on Pedestrian RoutesIn Underground Traffic System

1 Moscow State University of Civil Engineering 2 Academy of State Fire Service of Russia, UNK PPBS, EMERCOM

3 Ulyanovsk State Technical University

Academy of State fire service of Russia

Prof Valery Kholshevnikov1, Dr Dmitry Samoshin2, Dr Irina Isaevich3

Moscow State university of civil

engineering

Ulyanovsk State Technical University

Study outline:

Moscow underground traffic system:

- 9 millions of passengers daily:

- normal operation gives max load (compare to emergency evacuation): simultaneous multidirectional pedestrian movement: contra flows, flows crossings;

- issues under discussion:

• particular technique of actual observations;• relations between travel speed and density of human flows;• metro car traffic capacity and station platform design;• a mutual impact of escalator installations and pedestrian

flows on efficiency of daily operation;• an impact of automatic turnstile on evacuation route traffic

capacity;

Traffic routes in underground station

Blue arrows – towards trains

Green arrow – towards exits

EntranceTicket hall

Platform

Platform

Trains

Bridge to changing station

Station hall

Esc

alat

ors

Tic

ket

cont

rol

Trains

Data sample volume

5957 counts total: 3380 – travel speed measurements at different flow density range; 1379 – escalator traffic capacity depending upon flow density and flow speed; 396 – ticket machines traffic capacity; 301 – “widening” flows; 261 – flow density on platform;

244 – car door traffic capacity;

Methods of actual observations – video analysis

Scale grid drawing Videotape analysis based on scale grid. An example.

Travel speed (without density impact). Empirical data.

Non Rush-hour Rush-hour

Average free travel speed 69.4 m/min

Average free travel speed 106.2 m/min

Travel speed and emotional state

Relationship between emotional state and activity:1 – attention; 2 – control;

3 – activity.

Relation between unimpeded travel speed and psychological stress

level

Quiet

Active

Of increased

activity

Rush-hour – “Of increased activity” category

Non Rush-hour – “Active” category

General law for V=f(D)

-is the average travel speed of pedestrians in a

flow, m/s;

-is the average travel speed of pedestrians on a

route without the influence of density, m/s;

aj -is an empirical constant for each type of

pathway);

Di -is the prevailing density of the flow, persons/m2

(or m2/m2);

Doj -is a threshold value of flow density on the j-the

pathway, persons/m2 (or m2/m2 if pedestrians are

measured based on their horizontal projection) );

E -is an indicator of the emotional state of the

pedestrian (the category of movement);

J -is an indicator of the type of route traversed;

j

jjjjD D

DаVV

0

E0

E ln1

E, jDV

__

,0E

jV

D, person/m2

V,

m/m

in

Horizontal plane

Door opening

D, person/m2

V,

m/m

in

0 1 2 3 4 5 6 7 8 9 1 0

10

2 0

30

40

50

60

70

V , м /м ин

D , ч ел ./м

5

5

6

6

4

4

4

7

7

1

1

2

2

3

3

8

8

2

0 1 2 3 4 5 6 7 8 9

10

20

30

40

50

V , м /м ин

4

5

5

4

4

3

3

6

6

1

1

2

2

7

7

D , че л ./м2

Stairs downward

Stairs upwards

D, person/m2

V,

m/m

in

D, person/m2

V,

m/m

in

Parameters of pedestrian flow used in Russian building codes for emergency evacuation

Relation between travel speed, emotion level and density of flow in underground traffic system.

Of increased

activity

0

10

20

30

40

50

60

70

80

90

100

110

120

0 1 2 3 4 5

Active

V=106.2*(1-0.4*Ln(D/0.56))

V=69.4*(1-0.4*Ln(D/0.65))

D, persons/m2

V, m/min

Pedestrians on platform

Camera

Pedestrians Camera marks

•Car door traffic capacity – 50 persons/min (at door width 1.2m);

•Max platform density – 5 persons/m2;

•Comfortable inter-person distance: face to face – 0.49m, face to back – 0.58m, side by side – 0.8m.

1 – station hall; 2 – movement through escalator’s guiding handrails; 3 – handrails in front of escalator; 4 – escalator entrance; 5 – escalator.

Movement through escalator

Pedestrian flow in front of escalator

EscalatorStation hallTrains: 500 pers

t=0.15 min

t=2.02 min

t=4.20 min

Pedestrian flow and escalator speed

Maximum flow travel speed and flow traffic capacity obtained at escalator speed 0.74 m/sec

Escalator traffic capacity

Maximum escalator traffic capacity obtained at close values between pedestrian speed 42.37 m/min (at density 5 persons/m2)

and escalator speed 42 m/min (0.7 m/sec)

Movement through ticket machines

Ticket machines

Area of observation

Passengers

In rush-hour 17.00-19.00 and normal operation 15.00-16.00 time to overcome ticket machines, their traffic capacity and flow density

impact were investigated

Time losses moving through ticket machines

Flow density and psychological state impact passage time: the higher the density the more time takes to pass through ticket machine due to physical contacts between people and stress factor. In normal condition at 2-3 persons/m2 time decreases because passengers aimed to overcome uncomfortable type of route. Average traffic capacity is 1187 persons per hour.

Pedestrian flow modeling

Based of study results, valid computer programs were developed. On this diagram, comparison of actual observation and flow modeling at control point is presented.

Distinguishing features of pedestrian movement in underground traffic system

1. Seasons (i.e. winter, summer etc) do not influence pedestrian movement.

2. Psychological state of pedestrians (i.e. rush-hour, normal conditions) change parameters of their movement.

3. Rush–hour movement fit “of increased activity movement” category of movement, and non-rush hour movement fit “active” category of movement.

4. Pedestrians in rear of the flow moves in “quiet” category of movement in rush hour and in normal conditions. Pedestrians in head of flow moves in “of increased activity” category of movement in rush hour and in normal conditions

5. It was noticed “widening” of the flow as they exit on a wide hall. Flow widening caused with pedestrian intention to move in a low density extending length of their route. Balance between uncomfortable movement in a dense flow and roundabout route observed at density value about 1,2 pers/m2 (range 0,3-1,9 pers/m2) – flow does not widening any more.

General conclusions

• Observations were undertaken on all consecutive route sectors based on unified technique and analytical methods aimed to get the most precise data.

• Experimental data were fully statistically treated in each density range.

• Unimpeded travel speed (i.e. without density impact), as an indictor of emotional state, confirmed established earlier scale of emotional states (categories of movement) and relation between parameters of pedestrian flow based on Weber-Fechner law.

• Reliable data, describing human flows development and movement were obtained during these experiments. Validated against available data computer models were also developed and they used in practice nowadays.

Computer model ADLPV (Analysis of Pedestrian Flow, Probability)

М ом е н т в р ем е н и t0

i

D N b li i i

= / t

0t

0t

0Ni

t0

i + 1 i - 1

Di + 1

Di - 1

t0

Ni - 1

t0 N

i + 1

t0

V Di i- 1 - 1

= ( )

t0

V Di i- 1 - 1

= ( )t

0t

0t

0t

0

bi + 1

bi - 1

j

l l

N j

D j , V j = D j ( )t

0 t

0 t

0

b j

М ом е н т в р ем е н и t = t + t1 0

D N N N N b l V Di i i , i i i j , i i i + 1 - 1 ,

= ( - + + ) / ; = ( ) t

1t

1t

1t

1t

1t

1t

1

N j,i

V

AV

B

A B

VC

V D Di i- 1

, е сли < t

0t

0q

V D Di i

, е с ли > t

0t

0

VA

=t

0V D D

i i +, е с ли <

1

t0

t0

V D Di + i +1 1

, е с ли >t

0t

0

VB

=t

0

A BCC

Ni , i + 1

Ni - i1 ,

t0

t1

V j D D, е сли < i

t0

t0

V D Di i

, е сли > t

0t

0

VC

=t

0

N N N V t li i , i i B

- = (1 - / );- 1

t

0t

1t

0t

0

N N V t l N D b V ti - , i i A j , i j j C 1 - 1

= / ; = t

1t

0t

0t

1t

0t

0

Д о л я уч а с ти я п р и о бр а зова н и и с коп л ен и я на у ч аст ке i

N N P P D V b D V bi j i j i i i j j j- 1 - 1 - 1 - 1 - 1

/ = / = / t

1t

1t

1t

1t

1t

1t

1t

1

m a x

qm ax

qm a x

qm a x

qm ax

qm a x

lb

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Changes in consequent time intervals Basic equations

Density of flow:

Number of pedestrians, passing to next sector of route:

Transition travel speed:

Transition time: