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F I D ,Donghua F I D ,Donghua University,ShanghaiUniversity,Shanghai ,, ChinaChina ,, 20062006
东华大学
东华大学
Weiyuan Zhang , 2006
Campus of Donghua University in Songjiang district,Shanghai
Campus of Donghua University in Songjiang district,Shanghai
Fashion Institute of Design, Donghua University,Shanghai
Application of Genetic Algorithm Application of Genetic Algorithm to Study the Comfort of to Study the Comfort of
Waterproof Breathable FabricWaterproof Breathable Fabric
Weiyuan zhang,Yan liu,Xiangling Meng
Donghua University,Shanghai,2006
2007 Beltwide Cotton Conferences"Equipping for Excellence"
Outline Abstract Introduction Experimental
Objective ExperimentalSubjective Experimental
Comfort Model Discussion and Conclusions
Abstract An appraisal model based on genetic
algorithms has been developed and applied to the comfort of different kinds of waterproof breathable fabrics on the basis of subjective and objective experimental measurements.
Comparison of the results with real tests shows excellent agreement.
Using the appraisal model we can predict the comfort class of garment made of different kinds of breathable waterproof fabrics in different dressing conditions based on the objective testing indexes.
This paper Two indexes
used in the objective tests, thermal insulating value and thermal insulating value and moist insulating value.moist insulating value.
Three wear trials: Resting, ExercisingResting, Exercising and RainyRainy Procedures Fabrics properties may not really reflect their final
performance on the garments,Three wear trial permit testing more closely to actual wear.
Develop three mathematical simulations of three mathematical simulations of comfort evaluationcomfort evaluation of waterproof breathable by Genetic Algorithm
Outline Abstract Introduction Experimental
Objective ExperimentalSubjective Experimental
Comfort Model Discussion and Conclusions
Experimental Objective Experimental
Materials (Table 1 to table 3)Five high density fabricsFour coated fabricsFive laminated fabricsOne impermeable fabric
Experimental conditions: a climate chamber Temperature : 20℃Relative humidity : 35%Air velocity : 0.1m/s
Experimental methods JISL——WVP Water vapor penetrationLFY-217B test water pressure
Results
Table1 Characteristic of high density experimental fabrics
1# High Density Plain /Woven 100% Cotton 120s 0.33 219.71
2# High Density Plain /Woven 100% Nylon 0.6 dtex 0.2 129.88
3# High Density Plain /Woven 100% Polyester 0.5 dtex 0.16 89.79
4# High Density Fleece/Knitted 100% Polyester 0.9 dtex 0.4 150
5# High Density Weft/Knitted 100% Polyester 0.6 dtex 0.29 114.71
Type Structure Fiber FinenessThickness
mmMass
g/m2
SamplesNo.
Table 2 characteristic of coated experimental fabrics
Structure Fiber
6# Micro-pore Drill//Woven 100% Polyester 0.22 160.58
7# Micro-pore Plain/Woven 100% Nylon 0.16 94.21
8# Hydrophilic Plain/Woven 100% Nylon 0.39 165.1
9# Hydrophilic Plain/Woven 100% Polyester 0.23 120.5
10# PVP/Impermeable - - 0.2 187.71
Thicknessmm
Mass
g/m2
SamplesNo.
TypeGround
Objective Experimental
Table 3 characteristic of laminated experimental fabrics
Structure Fiber
11#PTFE
Micro-poreFilm
3 Plain//Woven 100% Nylon 0.44 175.42
12#PTFE
Micro-poreFilm
2 Weft/Knitted 100% Nylon 0.27 167.17
13#PU
HydrophilicFilm
2 Mesh/Knitted 100% Polyester 0.5 217.79
14#PU
HydrophilicFilm
2 Mesh/Knitted 100% Nylon 0.3 147.42
15#PU
HydrophilicFilm
2 Plain/Woven 100% Polyester 0.33 185.2
Thicknessmm
Mass
g/m2
SamplesNo.
TypeLayers
No.Ground
Objective Experimental
Results of objective experimental
SamplesNo
Itclo
imWVP
g/(m2·24hs)
PmmH2O
1# 0.893 0.358 5237.4 11672# 0.864 0.295 5558.4 8333# 0.841 0.303 5829.8 8174# 1.1 0.442 4505.8 12335# 0.836 0.259 6354.7 6176# 0.815 0.15 5437.9 22337# 0.837 0.203 4545.1 55508# 0.84 0.251 3586.4 60339# 0.831 0.218 4423.6 5650
10# 0.812 0 70.9 998311# 0.848 0.292 4796.3 995012# 0.839 0.353 6261.2 801713# 0.821 0.322 5813 851714# 0.828 0.273 4741.7 1101715# 0.818 0.211 4248.2 11833
Table 4 Testing Results of experimental fabrics
Fig 1 Testing results ( It ) of experimental fabrics
Fig 1
Shows that three types of waterproof breathable
experimental fabrics have similar heat transfer property.
1-5: Hi gh-densi ty; 6-9: Coated; 10: I mpermeabl e; 11-15: l ami nated
0
0. 2
0. 4
0. 6
0. 8
1
1. 2
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15
Sampl es No.
It(c
lo)
Comparing Results
Fig 2 Testing results ( im ) of experimental fabrics
Fig 2 shows the moisture transfer property ranks as follows High Density > Laminated > CoatedHigh Density > Laminated > Coated
1-5: Hi gh-densi ty; 6-9: Coated; 10: I mpermeabl e; 11-15: l ami nated
0
0. 1
0. 2
0. 3
0. 4
0. 5
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15
Sampl es No.
i m
Comparing Results
Fig 3 Testing results ( WVP ) of experimental fabrics Fig 3
shows the water vapor transfer property ranks as follows
HighHigh Density > Laminated > CoatedDensity > Laminated > Coated
1- 5: Hi gh- densi t y; 6- 9: Coated; 10: I mpermeabl e; 11- 15: l ami nated
01000200030004000500060007000
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15
Sampl es No.
WVP(
g/(m
2 ·24
hs))
Comparing Results
Fig 4 Testing results ( p ) of experimental fabrics
Fig 4 shows the waterproof ability ranks as followsLaminated > Coated > High Density
1-5: Hi gh-densi ty; 6-9: Coated; 10: I mpermeabl e; 11-15: l ami nated
02000400060008000
100001200014000
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15Sampl es No.
P(m
mH 2O
)
Comparing Results
Subjective experimental Materials
Seven testing garments were made of waterproof breathable fabrics shown in table 1 to 3
Experimental processPut on the assigned raincoatEnter the climate chamberAppraisal
Results
Sit 10m
Run 10m
Expose to the rain 10mrate
rate
rate
Results of subjective experimental
Table 6 Appraisal Results of testing garments
Table 5 Appraisal ruler(thermal,wetness and overall comfort)
1: extremely discomfort; 5: extremely comfort
1 2 3 4 5
thermal wetnessoverallcomfort
thermal wetnessoverallcomfort
thermal wetnessoverallcomfort
1# 4.4 4.3 4.4 3.4 3.1 3.2 3.1 2.9 3
3# 4 4.3 4.2 3.7 3.6 3.6 3.2 3.3 3.2
7# 3.7 3.8 3.8 3.1 3.3 3.2 3.1 3.3 3.2
8# 3.7 3.5 3.6 3 3.1 3 3.6 3.3 3.4
10# 3 3.3 3.2 1.6 1.7 1.6 2.5 2.3 2.4
12# 3.9 3.8 3.8 3.8 3.9 3.8 3.5 3.6 3.5
14# 3.6 3.7 3.6 3 3.1 3 3.4 3.5 3.4
SamplesNo.
Resting Procedure Running Procedure Rainy Procedure
Comfort Model
Introduction of Genetic Algorithms Comfort Model Appraise Model Evaluation of the Appraise Model
Comfort Model
Introduction of Genetic AlgorithmsGlobal optimization methods based on
several metaphors from biological evolutions
Comfort ModelProgram was written in Visual Basic 6.0 Input patterns
It im WVP and P
Output patternsThe comfort class
Table 7 Genetic terms Table 7 Genetic terms
No. of Gene 9
Mutat i on Percent 30%
No. of i ndi vi dual s 100f1 = x + y
f2 = x - y
f3 = x * y
f4 = Exp(Cos(x)) / (Exp(Sin(y)) + 1)
f5 = x3(Cos(x))
f6 = Sin(x)
f7 = Tan(x)
f8 = (Exp(Sin(x)) - Exp(-Sin(x))) / 2
f9 = x
Evolving Function
Comfort Model
Appraise model
Use symbols defined as following
x
f
yx
F
x
F
fx
F
y
Ff f
( 1)
( 2)
( 3)
( 4)
Fig.5 Appraise Model for Resting Procedure
d
ca
a
b
c
F
f7 f6f5
f1 f8f7
f7 f7 f4
Fig.6 Appraise Model for Running Procedure
a
Ff6 f8 f9 f6 f4
f8
f4f4
f5
Fig. 7 Appraise Model for Fig. 7 Appraise Model for RainyRainy Procedure Procedure
d c
b
a
F
f6 f5 f4
f8 f5
f3
f9
f4f8
Evaluation of the Appraise Model
Six garments made of other samples Subjective appraisalSubjective appraisal with same testing
procedure and experimental condition. ComparisonComparison of the predict comfort class with real
tests (Fig.8,9,10) CorrelationCorrelation between real test and model predict
at three states (Fig 11 & Table 8)
Fig.8 Comparison of predicted results with real Fig.8 Comparison of predicted results with real subjective appraisal in resting proceduresubjective appraisal in resting procedure
00. 5
11. 5
22. 5
33. 5
44. 5
5
1 2 3 4 5 6
Garment No.
Ap
pra
isal valu
e
real test curve model predi ct curve
Comparison of the predict comfort class with real tests in resting
0
0. 51
1. 5
2
2. 53
3. 5
4
1 2 3 4 5 6
Garment No.
Appra
isal Valu
e
r eal test curve model predi ct curve
Fig.9 comparison of predicted results with real Fig.9 comparison of predicted results with real subjective appraisal in running proceduresubjective appraisal in running procedure
Comparison of the predict comfort class with real tests in running
0
0. 5
1
1. 52
2. 5
3
3. 5
4
1 2 3 4 5 6
Garment No.
Appra
isal valu
e
r eal test curve model predi ct curve
Fig.10 Comparison of predicted results with real Fig.10 Comparison of predicted results with real subjective appraisal in rainy proceduresubjective appraisal in rainy procedure
Discussion
Comparison of the predict comfort class with real tests shows excellent agreementexcellent agreement
Comparison of the predict comfort class with real tests in rainy
real test model predict(resting)
model predict(running)
model predict(rainy)
Pearson Correlation
1 .910(*) .958(**) .963(**)
Sig. (2-tailed)
. .012 .003 .002
N 6 6 6 6
real test
4.64.44.24.03.83.63.43.23.0
mod
le p
redi
ct4.8
4.6
4.4
4.2
4.0
3.8
3.6
3.4
3.2
Table 8 correlation between real test and model predict at three states
DiscussionObviously, the correlationcorrelation between real test and model predict is significant significant at three states, that is resting, running and rainy.
Fig.11 The scatter plot of the appraisal values between real test and model predict
Conclusions From the comparison of predicted results with
real subjective appraisal in three testing procedure, we can make a conclusion that the the genetic algorithms proposed in this paper genetic algorithms proposed in this paper offered a satisfactory modeloffered a satisfactory model to study the comfort of three types of waterproof breathable fabrics.
The following conclusions emerged as a result test that same testing garment got different same testing garment got different comfort evaluation result in different testing comfort evaluation result in different testing procedureprocedure, which indicates the relationship between clothing comfort and wear condition.
Thank you for your attentionand
Questions & Suggestions are welcome always.