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 ride com fo rt f or rail passeng ers Dr Björn Kufver (Ferroplan)
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EN12299-Evaluation of Ride Comfort for Rail Passengers (Alternative to ISO2631)

Jul 06, 2018

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Page 1: EN12299-Evaluation of Ride Comfort for Rail Passengers (Alternative to ISO2631)

8/17/2019 EN12299-Evaluation of Ride Comfort for Rail Passengers (Alternative to ISO2631)

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 ride comfort for rail passengers

Dr Björn Kufver (Ferroplan)

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• Introduction / Background (1)

• Basic principles in the CEN comfort standard (1)

• Mean comfort standard method N  MV  (4)

 Cx

,Cy

 Cz

• Mean comfort complete methods N VA and N VD (2)

• Comfort on discrete events PDE (5)

• Comfort on curve transitions PCT (3)• Discussion and conclusions (5)

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 -• e uropean omm ee or an ar za on -

Technical Committee TC256 - European standards for

• 1999 - a European prestandard for comfort evaluationENV 12299

• The research was conducted by UIC (ORE) and BRR

• –

Germany, Italy, Sweden

• A new standard EN 12299 was ublished in 2009

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  -• u

• Accelerometers and gyros – vehicle body  – –speed – test sections – time intervals

• Full scale tests and com uter simulations

• Low-pass or band-pass filtering• Statistical post-processing

• Scales / interpretation of results

• Ride comfort as such / vehicle assessment

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The mean comfort standard

method - 1•

• Calculated for a 5-minute run

• Measurements in the floor

• Accelerations in x-, y-, and z-directions

• Band-passed filtered signals 0.4-100 Hz

• 3 * 60 5-second rms-values

• 95 percentile (4th highest value) from each direction

2

95

2

95

2

95   )()()(6   bd d    W 

 ZP

YP

 XP MV    aaa N    ++⋅=

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The mean comfort standard

method - 2

Evaluation scale for N  MV :

 N   < 1.5 Ver comfortable

1.5 <  N  MV  < 2.5 Comfortable2.5 <  N  < 3.5 Medium

3.5 <  N  MV  < 4.5 Uncomfortable

 N   > 4.5 Ver uncomfortable 

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The mean comfort standard

method - 3•

• The controversial point is the 95 percentiles

• In each direction only 1 (of 60) 5-second rms-values isused

Table 1: Three hypothetical five-minute vibration patterns for onedirection (each of sixty five-second rms values, m/s

2).

First highest rms value 2nd 

  3rd 

  4th  5

th  i

th  60

th 

Series A 0.3 0.3 0.3 0.3 0.1 0.1 0.1

Series C 0.9 0.9 0.9 0.3 0.3 0.3 0.3

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The mean comfort standard

method - 4

• The 95 percentiles in x-, y-, and z-directions,

respectively, may occur during three different 5-secon n erva s.

• The final N  MV -value cannot be well correlated to

oca rac con on s nce e cr ca a era  y-value and the critical vertical z-value may be

.

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  Cx, Cy   Cz

•  MV    - ,substantial loss of information.

• The CEN working group recommends that all 180 valuesare presen e n e es repor , as ree me ser es:Continuous Comfort.

• A preliminary scale is suggested for evaluation of individualrms-va ues

.

C Cy(t ),C Cz(t ) < 0.20 m/s2  Very comfortable

0.20 m/s2 < C C  (t ),C Cz(t ) < 0.30 m/s2 Comfortable0.30 m/s

2 < C Cy(t ),C Cz(t ) < 0.40 m/s

2  Medium

C Cy(t ),C Cz(t ) > 0.40 m/s2  Less comfortable

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The mean comfort complete

methods - 1e N VA met o ta es v rat ons ot at t e oor an at

the seat into account. 

• Seat pan: lateral and vertical directions

•• Based on 95 percentiles

• ore cum ersome o use, o n rea es s ancomputer experiments

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The mean comfort complete

methods - 2VD me o s va a e or s an ng passengers.

• Floor: x-, y-, z-directions, median values  - ,• Too sensitive to outliers ? (ORE)

Both “complete methods” N VA and N VD have the same

disadvantages as the “standard method”  N  MV 

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  DE -a a e or sea e an s an ng passengers ,

additional tests conducted by UIC/ERRI) 

• Very comfortable

• Acceptable

• ncom or a e

• Very uncomfortable

uan es e percen age w o vo e“Uncomfortable” or “Very uncomfortable”

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  DE -Discomfort was found on large track irregularities (Discrete

Events; PDE) and on short transition curves (Curve

Transitions; P )

PDE is derived from conditions on straight track and circular- -

patterns of the lateral acceleration)

• Mean lateral acceleration (due to curvature and cant)

• Peak-to-peak lateral acceleration

;.7.7.max mean ppDE   −⋅+⋅=   y yP   &&&&

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   DE  -ERRI suggested a more automatic evaluation of Discrete

Events (P DE ) based on continuous evaluation of several

signals

∫+

=2

*

WpP,2s   )(1

)(

T t 

d  yT 

t  y   τ τ &&&&

2

*   ⎞⎛    ⎤⎤−

  T T &&&&

  ⎞⎛    ⎤⎤−−   *   T T 

&&,2

,2

,WpP, pp

 ⎠⎝    ⎦⎦   ⎠⎝    ⎦⎦   2,

2,WpP,

0;0.37)(01.27)(62.16max)( 2s ppDE   −⋅+⋅=   t  yt  yt P   &&&&

B Kufver - Ferroplan

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  DE -or e assessmen o a par cu ar oca even w c w a ec e

two-second sliding window during more than 2 seconds), the local

maximum of PDE(t ) shall be used)

1,4 14

Lateral acc(t)

PDE(t)

0,8

1

,

  n   [  m   /  s   2   ]

8

10

 

2s peak-to-peakPDE(t)

0,4

0,6

   A  c  c  e   l  e  r  a   t   i

4

6

0

0,2

0 2 4 6 8 10 12 14 16

0

2

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Time t [seconds]

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  DE -r g na y, e DE unc ons were er ve an va a e or c rcu ar

curves and straight track only. PDE > 0 may be found in short

transition curves without large track irregularities.

1,4 14Lateral acc(t)

2s average

2s eak-to- eak

PDE(t)

0 8

1

,

  n   [  m   /  s   2   ]

8

10

 

PDE(t)

0,4

0,6

,

  c

  c  e   l  e  r  a   t   i  o

4

6

0

0,2

0

2

B Kufver - FerroplanTime t [seconds]

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  CT -CT s er ve rom con ons on rans ons curves o eclothoid type, evaluation starting 1 seconds before thetransition curve to 1.6 seconds after the transition curve

• Maximum lateral acceleration (averaged 1 second)

• Maximum lateral jerk (averaged 1 second)

• Maximum roll velocity (averaged 1 second)

&&&&&   ,;...max 1smax1sCT   −⋅+⋅=   y y

&  .

max1s.   ϕ ⋅+

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  CT -

+

⋅=2

*

Wp1s  )(

1)(

d  yT 

t  y   τ τ &&&&

−2

1   T T &&&&&&&

 ⎠⎝   −−+⋅=

22   1s1s1s  t  yt  y

T t  y

+

⋅=

2*

)(1

)(

T t 

d t    τ τ ϕ ϕ   &&

−2

T t 

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  CT -

{  ,)(54.28(;0max)(

1sCT

  t  yt P   &&⋅=  

,,s.,s gnmax. 1s1s   t t  yt  y  A −−∈⋅⋅+   τ τ 

  ] ]( )   2.283

1s   ),s6.1,)(max36.27(   t T t   A −−∈⋅+   τ τ ϕ &

e parame er  A secon s s ou e c osen arge enoug o a ow g a era

 jerk and high roll velocity to affect the evaluation even if they occur in the

beginning of a long transition curve,

but small enough in order to exclude these values when they do not belong to the

same transition as the lateral acceleration at the time t .

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 - 

12299) is based on research from

• Missing knowledge #1: Monetary

• Missing knowledge #2: Motion sickness

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 -   MV , VA   VD

• Believed to be valid on fairly straight linesut not on curves

• neglect up to 98.3% (59 of 60) of the

measured rms-values• ma combine lon itudinal  x  lateral

and vertical ( z) vibration values from three

different 5-second intervals.

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 - 

• PCT

- clothoids and linear cant transitions

• PCT - very short straight lines or circular

u ve

• Derived from the same tests and the using

almost – but not exactly - the same post-

processing (see next slide)

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-+

 T t 

∫−

=2

2

*

WpP,2s   )(1

)(

T t 

d  yT 

t  y   τ τ &&&&

+

⋅=2

*

Wp1s

  )(1

)(

d  yT 

t  y   τ τ &&&&

,2

,2

),(max)(   *

WpP, pp   ⎟⎟ ⎠

 ⎞⎜⎜⎝ 

⎛ ⎥⎦

⎤⎥⎦

⎤+−∈=

  T t 

T t  yt  y   τ τ &&&&

−2

⎛ 1   T T &&&&&&&

 ⎠⎝ 

  −−⋅=22

  1s1s1s   y y

 y

⎟⎟ ⎠ ⎞⎜⎜

⎝ ⎛  ⎥⎦

⎤⎥⎦⎤ +−∈− 2

,2

),(min   *WpP, T t T t  y   τ τ 

&&

+

⋅=

2*

)(

1

)(

T t 

d t    τ τ ϕ ϕ   &&

−2

T t 

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 - 

published, …

… there is still room for further research in

the area of ride comfort evaluation

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