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(1)

A n n e x -A C ir c u it D ia g ra m f o r S F T C o n tr o l U n it

(2)

K M 1 B o rn ie r L

12

N

2

L

11

N

1

L

1

N P e P e M o te u r

U V W

L

14

N

4

D

0

D

1

D

2

X

1

X

1

K M 1

A

1

A

2

S

2

S

1

A U X

2

k

m1

X

3

X

2

X

3

S

1

A U S

2

H

1

k

m1

X

4

X

5

X

4

X

5

H

1

C âb le d ’a li m en ta ti o n

L

1

N P e

D

5

L

17

N

7

- A li m H U B U S B D U B -H 7

L

11

N E n p ro ve n a n ce d u H U B U S B D U B -H 7 (R C S o ft w a re )

In te rf ac e N °1 ( in p u ts ) 0 2 2 4 9 6 1 0 0 1 C o d eu r ) R OL R

P e P e

In te rf ac e N °2 (o u tp u ts ) 0 2 2 4 9 6 1 0 0 1 L

13

N

3

L

1

N S C O N D ri ve V W U

I / O

(9)

S IO

(11)

E C

(14)

M o to r

(6)

P o w er

(7)

L

11

N

1

0 2 -A 1 0 2 -A 1

0 5 - E 1 0 6 E 1 0 8 -A 1

0 1 -D 2

P IO S C O N C â b le ( A /B )

P IO S C O N C â b le ( A ) 0 8 F 1

C â b le R S 4 8 5 / D in + A d a p te r R C B -C V -U S B + C â b le U S B 2 _ A /B

T yp e D in

L

18

N

8

1 1 1 2

3 3

4 4

4 5

5

10 10

10 10

105

1 4

k

a1 _ _

0 1 -C 7 k

m1 _ _

0 1 -D 6

P ri se (P 1 ) 2 P + P e P IO S C O N C â b le ( B ) P e

Q

10

F

10

(3)

L

15

N

5

+ 2 4 V - X

6

X

7

L

1t

N

t

A li m en ta ti o n ca p te u r d e fo rc e F N 3 1 4 8

X

10

X

11

X

10

X

11

X

13

X

12

) R OL R

V er s en tr ée s a n a lo g iq u es ca rt e N I U S B -6 2 1 1

0 4 - A 1 0 4 - B 1 0 3 -F 1 0 3 - F 1

M a ss e m es u re d ép la ce m en t S ig n a l m es u re d ép la ce m en t M a ss e m es u re F o rc e S ig n a l m es u re F o rc e

V er s co n d it io n n eu r A R D 1 5 4 p o u r le c a p te u r d e fo rc e

0 1 -B 1 0 1 -C 1 0 3 - B 1 0 3 -A 1

+ 2 4 V -

M - M + B o rn ie r X

6

X

7

+ 2 4 V - A li m en ta ti o n C ap te u r d e d ép la ce m en t P C R 2 1

X

8

X

9

- S ig n al C ap te u r d e d ép la ce m en t P C R 2 1 +

X

10

X

11

+ 2 4 V -

X

12

X

13

- S ig n al ca p te u r d e fo rc e F N 3 1 4 8 +

A L 1 : A li m en ta ti o n ca p te u rs

0 7 -A 1 0 7 -A 1

L

1t

N

t

(4)

) R OL R

0 2 -D 6

0 2 -E 6 + 2 4 V

-

Power OUT

A + A - M + M -

S + S -

V s G N D

2 4 V 0 V 0 2 -C 6 0 2 -C 6 P ro ve n a n ce d u ca p te u r d e fo rc e F N 3 1 4 8

0 4 - F 1

0 4 - F 1 A R D 1 5 4

A m p li fi ca te u r - co n d it io n n eu r M a ss e m es u re F o rc e / M -

S ig n a l m es u re F o rc e / M +

V s G N D

V er s en tr ée s a n a lo g iq u es ca rt e N I U S B -6 2 1 1

0 1 -D 2

P e + 2 4 V - P e

(5)

) R OL R

0 2 -D 6

0 2 -E 6 0 2 -C 6 0 2 -C 6 P ro ve n a n ce d u co n d it io n n eu r A R D 1 5 4 G N D

V s

M a ss e m es u re d ép la ce m en t S ig n a l m es u re d ép la ce m en t P ro ve n a n ce d u ca p te u r d e d ép la ce m en t P C R 2 1 E n tr ée s a n a lo g iq u es

A I

GND

(2 8 )

N I U S B -621 1 A I

10

(2 0 )

A I

9

(1 8 ) D ép la ce m en t F o rc e

S o rt ie s T O R

E n tr ée s T O R S o rt ie s A n a lo g iq u es E n tr ée s a n a lo g iq u es

0 8 -E 1 V er s H U B U S B D U B -H 7 (E n tr ée s L a b vi ew )

C â b le U S B 2 _ A /B T yp e B

(6)

) R OL R

19 17 15 13 1 1 9 7 5 3 1

20 18 16 14 12 10 8 6 4 2 C onne ct eur H E 20

In te rf a ce 0 2 2 4 9 6 1 0 0 1 IN T E R F A C E N °1 ( in p u ts ) 0 2 2 4 9 6 1 0 0 1 In p u ts v a ri a te u r S C O N / C a rt e N I U S B 6 5 2 5

0 1 -C 3

(2 0 ) (1 9 ) (1 6 ) (1 5 ) (4 ) (3 ) (2 ) (1 )

2 4 V (2 A ) ( 2 0 ) 2 4 V (1 A ) ( 1 9 ) P C 1 (5 A ) ( 1 6 ) P C 2 (6 A ) (1 5 ) P a u se ( 1 7 A ) (4 ) S ta rt (1 8 A ) ( 3 ) R es et ( 1 9 A ) ( 2 ) S er vo _ O n ( 2 0 A ) ( 1 ) S C O N / In te rf a ce E n p ro ve n a n ce d e la ca rt e N I U S B -6 5 2 5

0 7 -C 1 0 7 D 1 0 7 -D 1 0 7 - E 1 0 7 - E 1 0 7 - E 1 0 7 -F 1 0 7 - F 1 V er s I/ O c o n n ec te u r (9 ) P a rt ie A P IO S C O N C â b le P a rt ie A

IN T E R F A C E N °1

(7)

) R OL R

19 17 15 13 1 1 9 7 5 3 1

20 18 16 14 12 10 8 6 4 2 C onne ct eur H E 20

In te rf a ce 0 2 2 4 9 6 1 0 0 1 IN T E R F A C E N °2 ( o u tp u ts ) 0 2 2 4 9 6 1 0 0 1 O u p u ts v a ri a te u r S C O N / _ _ _ _ _ _ _ _

P IO S C O N C â b le 0 1 -C 3

P en d (1 2 B ) ( 9 ) (n o n e xp lo it é) 0 V (1 9 B ) (2 ) 0 V (2 0 B ) ( 1 )

S C O N / In te rf a ce (2 ) (1 )

0 7 -B 1 IN T E R F A C E N °2

(8)

) R OL R

C a rt e R el a is N I U S B -6 5 2 5

A L 2 : A li m en ta ti o n C a rt e N I U S B -6 5 2 5

L

1T

N

1T

0 2 -A 1 0 2 -A 1 P 0 .0 A P 0 .0 B P 0 .1 A P 0 .1 B

0 6 -B 7 0 5 -B 7 0 5 -B 7 0 5 -B 7 E n d ir ec ti o n d e l’ in te rf a ce N °1 0 2 2 4 9 6 1 0 0 1

0 5 -B 7 0 5 -B 7 0 5 -B 7

P C 1 P C 2 P a u se S ta rt R es et S er vo _ o n

0 V

2 4 V P 0 .2 A P 0 .2 B P 0 .3 A P 0 .3 B P 0 .4 A P 0 .4 B P 0 .5 A P 0 .5 B

E n d ir ec ti o n d e l’ in te rf a ce N °2 - 0 2 2 4 9 6 1 0 0 1 0 6 -B 7 2 4 V

0 6 -B 7 2 4 V

0 8 -E 1 E n p ro ve n a n ce d u H U B U S B D U B -H 7 (P il o ta g e p a r so rt ie s L a b vi ew )

C â b le U S B 2 _ A /B T yp e B

(9)

) R OL R

V er s P c N

8

L

18

0 1 -A 1 0 1 -A 1

T ra n sf o rm at eu r 2 2 0 V / 5 V – 3 A

C â b le U S B 2 _ A /B T yp e B

T yp e A T yp e B

C â b le U S B 2 _ A /B T yp e A T ra ve rs ée d e p a ro i d ro it e d u c o ff re t (P X 0 8 4 2 / B ) 0 4 -A 7

E n p ro ve n a n ce d e la c a rt e N I U S B -6 2 1 1 ( ca p te u rs p o u r en tr ée s L a b vi ew ) 0 7 -A 4

V er s la c a rt e N I- 6 5 2 5 ( p il o ta g e d es r el a is p a r so rt ie s L a b vi ew

C â b le U S B 2 _ A /B C â b le U S B 2 _ A /B

U S B T yp e A

U S B T yp e A T yp e A 0 4 -A 7

V er s co n n ec te u r S IO

(11)

va ri a te u r S C O N C â b le R S 4 8 5 / D in

U S B T yp e A U S B T yp e B

A d ap ta te u r R S 4 8 5 / U S B 2 _ B (R C B -C V -U S B )

(10)

) R OL R

H 0 A U

S 1 S 2 /H 1

C o n n ec te u r U S B T yp e B

(11)

) R OL R

D 1 D 0 D 2 D 3 P 1 A L 2 A L 1 T F 1 0 K M 1

In te rf a ce N °1 In te rf a ce N °2

A R D 1 5 4

S C O N N I- 6 2 1 0 N I- 6 5 2 5

(12)

) R OL R

B o rn ie r d e ra cc o rd em en t L

1

N P e P e M o te u r

U V W C âb le d ’a li m en ta ti o n

L

1

N P e C o d eu r

A U

X

1

X

2

X

3

S

1

S

2

X

4

X

5

H

1

1 2

3 3

4 4

510 10

X

6

X

7

+ 2 4 V - A li m en ta ti o n C ap te u r d e d ép la ce m en t P C R 2 1

X

8

X

9

- S ig n al C ap te u r d e d ép la ce m en t P C R 2 1 +

X

10

X

11

+ 2 4 V -

X

12

X

13

- + A li m en ta ti o n ca p te u r d e fo rc e F N 3 1 4 8

S ig n al ca p te u r d e fo rc e F N 3 1 4 8

(13)

Annex-B

Static Friction Tester Measurement Protocol

(14)

Static Friction Tester Measurement Protocol

A protocol is defined to operate and perform inter-fibre measurement on the modified Static Friction Tester. The step wise procedure is given below:

1) Plug the control unit into power supply.

2) Turn on the computer. The computer must have Labview software and the linear actuator software (RC PC software) installed on it.

3) Connect the USB connecter of the control unit to the computer.

4) Run RC PC software. The software will check for the connected axes as shown in the Figure 3.16.

Figure 3-16. Checking for Connected Axes

5) As the check for the connected axis is completed, the main window is displayed, and at the same time, a window to select manual operation mode is displayed.

6) Select Teach mode 1 (Safety speed effective/PIO start prohibition) and press “OK”

7) The main window consists of main menu, toolbar buttons, tree view and status bar.

8) Double click on the axis in the tree menu and then double click on the

position data. A window will appear as show in the Figure 3-17.

(15)

Figure 3-17. Position Data

9) The linear actuator is installed in the reverse direction. The initial position will be 64.50mm. Put this value in row “1” under column “Position”. The final position will be 10 mm put it in row “0” under column “Position”. The speed for the test must be very slow. The speed will be 0.35 mm/sec. Put this value in the initial value in the adjacent cell to the final position. The reverse movement can be of high speed. So put 20 mm/sec in the cell adjacent to initial position.

10) Send the position data to the controller. Click “Position” and then select

“Send to Controller” from the main menu.

11) Click the “Servo” button and then click the “Home” button. The linear actuator will do the home run. Now click the initial position and click one step button. The actuator will return to the initial position. All these buttons are shown in the Figure 3-18.

Figure 3-18. Position Data Tools Bar

12) From the “Manual Operation Mode” drop down menu, select “Monitor 1 (Safety speed effective/PIO start permission)”.

13) Put double sided scotch in the canal and on the upper part of the clamps.

Cover it with a thin layer of cotton to be tested. The scotch must be changed for each new cotton.

14) Run the Labview software.

15) A pop up window will appear as shown in the Figure 3-19.

One Step Button

(16)

Figure 3-19. Labview Pop Up

16) Click on the open button and select SFT VI from its location.

17) Place a cotton sliver sample of about 25 cm length in the canal and cover it with the upper part.

18) Place the same mass on the two clamps.

19) Run SFT VI by clicking run button on the VI front panel.

20) A window will pop up prompting to choose a file name for the stored data.

Put the desired name and click OK

21) Click on the “Servo ON”, “Pause” and “Start” button on the VI front panel in the given order to start the test (If the LED in the button is on it means that the function is also in on position).

22) As the actuator reaches the final position it will stop automatically. Click on “Pause” and “Start” button.

23) Remove the masses from the clamps.

24) The protruding fibres from both the clamps are cut with the help of a sharp scissors.

25) The cut fibres are weighed on an accurate balance that gave the value up to four decimal points.

26) Remove the clamp upper part and clean the clamps from the tested sliver sample.

27) Click on the “PC1”, “Pause” and “Start” button on the VI front panel in the given order to start the reverse motion. The linear actuator will stop as it reaches the initial position.

28) To perform measurement repetition of the same cotton. Repeat the steps

(17)

29) To test the new cotton, just add the step 13 before the steps from 17 to 27. The step 13 must be added for only the first test of every new cotton.

The complete operating procedure of modified Static friction Tester is explained

in detail. The SFT can be operated easily.

(18)

Annex-C

Fibre Statistical Analysis

(19)

Analysis of L (w) By Cottons

22 23 24 25 26 27 28 29 30

L ( w ) C 0 1 C 0 2 C 0 3 C 0 4 C 0 5 C 0 6 C 0 7 C 0 8 C 0 9 C 1 0 C 1 1 C 1 2 C 1 3 C 1 4 C 1 5 C 1 6 C 1 7 C 1 8 C 1 9 C 2 0 C 2 1 C 2 2 C 2 3 C 2 5 C 2 6 C 2 7 C 2 8 C 2 9 C 3 0 C 3 2

Cottons

Each Pair Student's t

0.05

Level Cotton Groups based on Length (w) Mean Std Dev

C01 A 29.300000 0.254951

C08 B 28.880000 0.268328

C32 B 28.860000 0.207364

C09 C 28.060000 0.250998

C07 C 28.000000 0.223607

C13 D 27.520000 0.109545

C16 D 27.520000 0.268328

C25 D E 27.360000 0.207364

C05 D E F 27.280000 0.311448

C30 E F 27.220000 0.319374

C04 E F 27.180000 0.294958

C10 E F G 27.100000 0.122474

C12 E F G 27.100000 0.200000

C19 F G 27.000000 0.158114

C17 G H 26.880000 0.248998

C27 G H 26.820000 0.130384

C03 H I 26.620000 0.148324

C15 I 26.480000 0.216795

C26 J 26.080000 0.192354

C11 K 25.640000 0.151658

C29 K L 25.600000 0.200000

C02 K L M 25.420000 0.216795

C14 L M 25.340000 0.219089

C20 M 25.260000 0.240832

C28 M 25.160000 0.207364

C23 N 24.760000 0.207364

C21 O 24.320000 0.164317

C06 P 23.980000 0.216795

C18 Q 23.340000 0.194936

C22 R 22.840000 0.357771

Levels not connected by same letter are significantly different.

(20)

Analysis of SFC(w) By Cottons

2 3 4 5 6 7 8 9 10

S F C (w ) C 0 1 C 0 2 C 0 3 C 0 4 C 0 5 C 0 6 C 0 7 C 0 8 C 0 9 C 1 0 C 1 1 C 1 2 C 1 3 C 1 4 C 1 5 C 1 6 C 1 7 C 1 8 C 1 9 C 2 0 C 2 1 C 2 2 C 2 3 C 2 5 C 2 6 C 2 7 C 2 8 C 2 9 C 3 0 C 3 2

Cottons

Each Pair Student's t

0.05

Level Cotton Groups based on SFC (w) Mean Std Dev

C22 A 8.6200000 0.91488

C06 A B 8.0400000 0.90167

C21 A B 8.0000000 0.74833

C18 B C 7.7200000 0.70852

C02 C D 7.2400000 0.42190

C23 C D 7.0600000 0.61887

C14 D E 6.8200000 0.39623

C20 E F 6.3400000 0.58992

C26 F G 5.9400000 0.50794

C10 G 5.6000000 0.61237

C28 G H 5.4600000 0.66558

C03 G H I 5.3600000 0.53666

C30 G H I 5.3400000 1.10136

C16 H I J 4.8400000 0.27019

C29 I J 4.7200000 0.40866

C11 J K 4.5600000 0.51284

C07 J K 4.5600000 0.90167

C04 J K 4.5400000 0.51284

C05 J K 4.5400000 0.59414

C09 J K L 4.3000000 0.59582

C13 J K L M 4.1800000 0.13038

C01 J K L M 4.1400000 0.38471

C12 K L M 3.9800000 0.13038

C27 K L M 3.9800000 0.62209

C17 K L M 3.9400000 0.40373

C19 K L M 3.9400000 0.32863

C32 L M 3.8000000 0.52440

C15 L M N 3.6600000 0.27928

C08 M N 3.5400000 0.27019

C25 N 3.0000000 0.30822

Levels not connected by same letter are significantly different.

(21)

Analysis of UQL (w) By Cottons

26 27 28 29 30 31 32 33 34 35 36

U Q L ( w ) C 0 1 C 0 2 C 0 3 C 0 4 C 0 5 C 0 6 C 0 7 C 0 8 C 0 9 C 1 0 C 1 1 C 1 2 C 1 3 C 1 4 C 1 5 C 1 6 C 1 7 C 1 8 C 1 9 C 2 0 C 2 1 C 2 2 C 2 3 C 2 5 C 2 6 C 2 7 C 2 8 C 2 9 C 3 0 C 3 2

Cottons

Each Pair Student's t

0.05

Level Cotton Groups based on UQL (w) Mean Std Dev

C01 A 34.800000 0.282843

C08 B 33.740000 0.250998

C32 B 33.620000 0.044721

C07 C 33.000000 0.122474

C09 C 32.900000 0.187083

C10 D 32.420000 0.228035

C16 D 32.420000 0.303315

C30 D 32.400000 0.273861

C13 D 32.320000 0.164317

C05 E 31.920000 0.238747

C04 F 31.580000 0.268328

C03 F G 31.420000 0.178885

C12 F G 31.380000 0.258844

C25 F G 31.360000 0.207364

C17 G H 31.200000 0.100000

C19 H I 31.060000 0.151658

C27 I 30.880000 0.148324

C26 I 30.860000 0.207364

C02 J 30.600000 0.273861

C15 J K 30.420000 0.268328

C14 K 30.280000 0.109545

C29 L 29.820000 0.216795

C20 L M 29.640000 0.270185

C11 M N 29.480000 0.164317

C28 N 29.260000 0.167332

C23 N 29.260000 0.151658

C21 O 28.920000 0.164317

C06 P 28.620000 0.109545

C18 Q 27.720000 0.148324

C22 R 27.080000 0.238747

Levels not connected by same letter are significantly different.

(22)

Analysis of IFC By Cottons

4 5 6 7 8 9 10 11 12 13 14

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

Cottons

Each Pair Student's t

0.05

Level Cotton Groups based on IFC Mean Std Dev

C22 A 12.040000 1.00150

C23 A B 11.480000 0.50695

C20 B C 10.740000 0.86197

C26 B C 10.640000 0.28810

C21 C D 10.500000 0.67082

C10 C D E 10.420000 0.88148

C16 C D E F 10.320000 0.83487

C07 C D E F 10.300000 0.64031

C18 C D E F 10.300000 0.44159

C14 C D E F G 9.900000 0.62048

C06 D E F G 9.620000 0.95760

C08 E F G H 9.520000 0.64187

C01 E F G H 9.500000 0.77136

C03 F G H 9.460000 0.76026

C02 F G H 9.420000 0.56745

C05 G H 9.140000 0.92898

C30 G H I 9.060000 0.95289

C15 G H I J 8.980000 0.53572

C04 G H I J 8.960000 0.98133

C28 H I J 8.660000 1.18025

C12 H I J 8.600000 1.18743

C11 I J K 8.120000 1.01341

C13 J K 8.080000 0.51672

C09 J K 8.040000 1.02127

C32 K 7.220000 0.64962

C25 L 6.260000 0.63482

C19 L 6.240000 0.39115

C27 L 6.240000 0.33615

C29 L 5.700000 0.25495

C17 L 5.480000 0.46043

Levels not connected by same letter are significantly different.

(23)

Analysis of Neps Content By Cottons

20 40 60 80 100 120 140 160 180 200

N e p C n t C 0 1 C 0 2 C 0 3 C 0 4 C 0 5 C 0 6 C 0 7 C 0 8 C 0 9 C 1 0 C 1 1 C 1 2 C 1 3 C 1 4 C 1 5 C 1 6 C 1 7 C 1 8 C 1 9 C 2 0 C 2 1 C 2 2 C 2 3 C 2 5 C 2 6 C 2 7 C 2 8 C 2 9 C 3 0 C 3 2

Cottons

Each Pair Student's t

0.05

Level Cotton Groups based on Neps Content Mean Std Dev

C13 A 161.20000 26.6964

C14 A B 148.40000 10.9909

C02 B C 140.20000 12.4177

C12 C 127.40000 3.2094

C01 C 125.80000 16.5439

C18 D 104.20000 19.1625

C30 E 87.00000 17.4356

C28 E 83.60000 10.9681

C05 E F 81.20000 11.3886

C16 E F G 74.60000 11.8448

C06 E F G 74.40000 13.1453

C08 E F G 71.00000 10.0250

C17 F G H 67.20000 18.7803

C19 F G H I 65.20000 15.0566

C03 G H I J 59.60000 12.1984

C07 G H I J 58.80000 18.0333

C32 G H I J 58.60000 17.9527

C27 H I J 54.80000 6.6483

C15 H I J K 53.80000 9.0111

C09 H I J K 52.40000 6.0249

C26 I J K L 50.60000 13.5573

C20 J K L M 48.40000 11.1714

C11 J K L M 47.80000 13.4796

C23 J K L M 43.60000 8.5323

C22 K L M 38.40000 7.2319

C04 K L M 38.20000 3.2711

C21 L M 36.20000 4.4385

C25 L M 35.00000 6.3246

C10 M 32.40000 10.2372

C29 M 32.40000 2.6077

Levels not connected by same letter are significantly different.

(24)

Analysis of SCN Content By Cottons

0 10 20 30 40 50 60 70

S C N C n t C 0 1 C 0 2 C 0 3 C 0 4 C 0 5 C 0 6 C 0 7 C 0 8 C 0 9 C 1 0 C 1 1 C 1 2 C 1 3 C 1 4 C 1 5 C 1 6 C 1 7 C 1 8 C 1 9 C 2 0 C 2 1 C 2 2 C 2 3 C 2 5 C 2 6 C 2 7 C 2 8 C 2 9 C 3 0 C 3 2

Cottons

Each Pair Student's t

0.05

Level Cotton Groups based on SCN Content Mean Std Dev

C13 A 53.000000 10.4163

C12 A 51.600000 8.1731

C02 B 40.200000 11.5195

C14 B C 38.800000 5.2631

C17 B C 35.400000 10.7378

C05 C D 31.800000 7.8549

C01 D E 26.000000 10.1242

C32 E F 21.200000 8.3187

C30 E F G 19.800000 6.6106

C19 E F G 19.400000 6.6558

C27 E F G H 18.400000 4.5056

C20 E F G H I 18.000000 5.1478

C06 F G H I J 16.800000 6.3403

C07 F G H I J K 15.600000 6.1074

C03 F G H I J K 15.200000 6.9426

C16 F G H I J K L 14.800000 6.0166

C25 F G H I J K L 14.600000 4.6152

C23 F G H I J K L 14.400000 6.0663

C08 F G H I J K L 14.000000 5.0000

C09 G H I J K L 12.400000 7.1972

C28 G H I J K L 11.800000 3.7014

C11 G H I J K L 11.800000 4.7645

C21 H I J K L 10.600000 4.1593

C15 H I J K L 10.600000 3.3615

C26 I J K L 9.800000 5.0200

C18 J K L 9.200000 4.0866

C04 J K L 8.800000 1.3038

C29 K L 8.400000 2.3022

C10 K L 8.000000 3.8730

C22 L 6.600000 6.6933

Levels not connected by same letter are significantly different.

(25)

Analysis of Trash Content By Cottons

0 5 10 15 20 25 30 35 40 45

T ra s h C n t C 0 1 C 0 2 C 0 3 C 0 4 C 0 5 C 0 6 C 0 7 C 0 8 C 0 9 C 1 0 C 1 1 C 1 2 C 1 3 C 1 4 C 1 5 C 1 6 C 1 7 C 1 8 C 1 9 C 2 0 C 2 1 C 2 2 C 2 3 C 2 5 C 2 6 C 2 7 C 2 8 C 2 9 C 3 0 C 3 2

Cottons

Each Pair Student's t

0.05

Level Cotton Groups based on Trash Content Mean Std Dev

C14 A 30.600000 5.2726

C02 A B 29.600000 5.0299

C15 A B C 28.600000 9.2628

C28 A B C D 24.600000 12.5419

C12 B C D E 21.800000 12.7750

C03 B C D E 21.600000 5.2249

C05 C D E F 20.800000 8.9275

C17 C D E F 20.400000 5.5045

C13 D E F G 19.800000 5.6745

C01 D E F G H 19.400000 6.8775

C23 D E F G H I 19.000000 6.9642

C21 D E F G H I J 18.000000 5.6569

C18 D E F G H I J 17.600000 3.9749

C04 D E F G H I J 17.400000 11.0589

C06 D E F G H I J 17.400000 4.2778

C08 D E F G H I J 17.000000 8.8600

C30 D E F G H I J K 16.600000 5.4129

C16 E F G H I J K L 15.600000 7.9875

C32 E F G H I J K L 15.400000 3.5071

C09 E F G H I J K L 15.400000 5.7706

C26 E F G H I J K L 14.600000 3.5777

C11 E F G H I J K L 14.400000 6.6933

C10 E F G H I J K L 14.000000 6.1237

C19 F G H I J K L 12.400000 4.1593

C22 G H I J K L 11.400000 7.4364

C29 H I J K L 11.000000 3.6742

C25 I J K L 10.600000 4.0373

C20 J K L 10.200000 3.5637

C07 K L 8.200000 5.0200

C27 L 7.600000 4.2190

Levels not connected by same letter are significantly different.

(26)

Analysis of UHML By Cottons

25 26 27 28 29 30 31 32

U H M L C 0 1 C 0 2 C 0 3 C 0 4 C 0 5 C 0 6 C 0 7 C 0 8 C 0 9 C 1 0 C 1 1 C 1 2 C 1 3 C 1 4 C 1 5 C 1 6 C 1 7 C 1 8 C 1 9 C 2 0 C 2 1 C 2 2 C 2 3 C 2 5 C 2 6 C 2 7 C 2 8 C 2 9 C 3 0 C 3 2

Cottons

Each Pair Student's t

0.05

Cottons Cotton Groups based on UHML Mean Std Dev

C01 A 31.560197 0.38369

C32 B 30.616667 0.20412

C16 C 29.871373 0.28418

C07 C D 29.715713 0.13877

C09 C D E 29.634427 0.38691

C13 C D E F 29.607963 0.48176

C08 D E F 29.293838 0.61323

C30 E F 29.159937 0.42412

C10 F 29.142285 0.43086

C05 G 28.468763 0.25751

C17 G H 28.438517 0.25010

C04 G H 28.402282 0.38054

C03 G H 28.385400 0.16201

C02 G H I 28.149115 0.29521

C12 G H I 28.142898 0.26713

C25 G H I 28.094317 0.32280

C26 H I J 27.960277 0.45128

C19 I J K 27.841408 0.25988

C15 J K L 27.571603 0.48479

C14 K L M 27.402472 0.32715

C20 L M N 27.280632 1.29004

C27 L M N 27.163187 0.50640

C23 M N 27.020097 0.49249

C29 M N O 26.929040 0.32890

C11 N O P 26.835917 0.27046

C28 O P 26.469703 0.25066

C21 P 26.414518 0.62425

C06 P 26.352980 0.12191

C22 Q 25.269575 0.28100

C18 Q 25.195092 0.16748

Levels not connected by same letter are significantly different.

(27)

Analysis of UI% By Cottons

77 78 79 80 81 82 83 84 85

U I% C 0 1 C 0 2 C 0 3 C 0 4 C 0 5 C 0 6 C 0 7 C 0 8 C 0 9 C 1 0 C 1 1 C 1 2 C 1 3 C 1 4 C 1 5 C 1 6 C 1 7 C 1 8 C 1 9 C 2 0 C 2 1 C 2 2 C 2 3 C 2 5 C 2 6 C 2 7 C 2 8 C 2 9 C 3 0 C 3 2

Cottons

Each Pair Student's t

0.05

Level Cotton Groups based on Uniformity Index (UI%) Mean Std Dev

C32 A 84.566667 0.57850

C04 A B 83.825382 0.43450

C01 A B C 83.569247 0.70269

C09 B C D 83.207183 0.68825

C19 B C D 82.891250 0.67630

C13 C D E 82.627583 0.43555

C07 C D E 82.540545 0.62314

C17 C D E 82.533177 0.49655

C25 C D E F 82.488353 1.66260

C08 D E F 82.445462 0.66176

C03 D E F 82.426402 0.44228

C16 D E F G 82.411160 0.44606

C15 D E F G 82.383092 0.22906

C12 D E F G 82.322122 0.63746

C10 D E F G H 82.148017 2.26944

C05 E F G H I 81.517485 1.20916

C27 F G H I 81.412882 1.06710

C11 G H I 81.306038 0.59095

C20 H I 81.155442 1.96402

C23 H I J 81.069857 1.18793

C21 I J K 80.885993 1.27269

C30 I J K 80.818938 0.53839

C29 I J K 80.677958 0.77004

C14 I J K L 80.440938 0.77066

C28 J K L M 80.002197 0.44515

C26 J K L M 79.955320 1.26667

C02 K L M 79.909325 1.27297

C06 L M 79.374528 1.13486

C22 M N 79.287333 0.64331

C18 N 78.187592 0.57741

Levels not connected by same letter are significantly different.

(28)

Analysis of Elongation By Cottons

5 6 7 8 9

E lo n g a tio n C 0 1 C 0 2 C 0 3 C 0 4 C 0 5 C 0 6 C 0 7 C 0 8 C 0 9 C 1 0 C 1 1 C 1 2 C 1 3 C 1 4 C 1 5 C 1 6 C 1 7 C 1 8 C 1 9 C 2 0 C 2 1 C 2 2 C 2 3 C 2 5 C 2 6 C 2 7 C 2 8 C 2 9 C 3 0 C 3 2

Cottons

Each Pair Student's t

0.05

Level Cotton Groups based on Fibre Elongation Mean Std Dev

C18 A 8.3592932 0.365813

C05 A 8.2855677 0.375132

C03 B 7.8971305 0.165883

C28 C 7.5485367 0.154325

C02 C 7.5133518 0.341869

C07 C 7.4133005 0.264763

C14 C 7.3390910 0.148523

C10 D 7.0096618 0.165181

C26 D 6.9475172 0.179351

C13 D E 6.7834348 0.139729

C04 D E 6.7657358 0.290570

C15 E 6.6224077 0.093912

C01 E F 6.6062962 0.355228

C11 F G 6.3578763 0.228087

C12 G H 6.3325502 0.139872

C17 G H I 6.2673327 0.110352

C25 G H I J 6.2176128 0.364316

C20 G H I J K 6.1517228 0.102769

C06 H I J K L 6.0939763 0.216931

C09 I J K L 6.0636798 0.175281

C21 I J K L M 6.0341857 0.271955

C23 J K L M 6.0107693 0.265278

C22 K L M 5.9591617 0.228648

C08 K L M 5.9055817 0.174102

C29 K L M 5.8971925 0.101166

C16 L M N 5.8598250 0.184807

C27 M N 5.7816103 0.132194

C19 N O 5.6061893 0.142246

C32 O 5.4500000 0.163367

C30 O 5.4217597 0.151658

Levels not connected by same letter are significantly different.

(29)

Analysis of -b By Cottons

8 9 10 11 12 13 14

-b C 0 1 C 0 2 C 0 3 C 0 4 C 0 5 C 0 6 C 0 7 C 0 8 C 0 9 C 1 0 C 1 1 C 1 2 C 1 3 C 1 4 C 1 5 C 1 6 C 1 7 C 1 8 C 1 9 C 2 0 C 2 1 C 2 2 C 2 3 C 2 5 C 2 6 C 2 7 C 2 8 C 2 9 C 3 0 C 3 2

Cottons

Each Pair Student's t

0.05

Level Cotton Groups based on –b Value Mean Std Dev

C06 A 14.215408 0.282234

C21 B 13.823212 0.334364

C09 C 13.459100 0.204271

C22 C 13.435745 0.120941

C23 D 12.991015 0.530396

C20 D 12.984967 0.418827

C07 D E 12.910810 0.293003

C29 D E F 12.872727 0.237373

C16 E F G 12.671995 0.189493

C28 F G 12.644948 0.203418

C19 G 12.531255 0.246887

C25 H 12.097268 0.100984

C27 H I 11.897207 0.083874

C26 I 11.725697 0.167385

C30 J 11.187168 0.250982

C08 J 11.162235 0.169606

C03 K 10.793958 0.104336

C12 K 10.732143 0.139226

C05 K 10.635937 0.126281

C11 K 10.592733 0.122619

C13 K 10.576897 0.119842

C32 L 10.100000 0.141421

C02 L 10.075472 0.144191

C01 L M 9.946416 0.203146

C15 L M 9.879021 0.153083

C04 L M 9.874554 0.107947

C17 M 9.712265 0.120747

C18 N 9.016584 0.107389

C14 N O 8.842652 0.155043

C10 O 8.619976 0.141569

Levels not connected by same letter are significantly different.

(30)

Analysis of SCF (TRASHCAM) By Cottons

50 100 150 200 250 300 350 400

S C F C 0 1 C 0 2 C 0 3 C 0 4 C 0 5 C 0 6 C 0 7 C 0 8 C 0 9 C 1 0 C 1 1 C 1 2 C 1 3 C 1 4 C 1 5 C 1 6 C 1 7 C 1 8 C 1 9 C 2 0 C 2 1 C 2 2 C 2 3 C 2 5 C 2 6 C 2 7 C 2 8 C 2 9 C 3 0 C 3 2

Cottons

Each Pair Student's t

0.05

Level Cotton Groups based SCF (TRASHCAM Web) Mean Std Dev

C05 A 306.55000 54.8821

C12 B 267.25000 29.9436

C14 B 251.85000 34.2810

C02 B 251.05000 33.2652

C04 C 220.15000 39.2325

C08 C D 212.10000 58.7724

C13 C D E 209.55000 31.6768

C17 C D E 205.00000 35.2987

C01 D E F 194.65000 32.6146

C30 E F 191.00000 36.4908

C03 F G 181.85000 27.3289

C16 F G H 179.70000 27.2225

C15 F G H 178.00000 23.7620

C28 G H I 168.05000 33.4483

C10 H I J 162.05000 40.1057

C20 I J K 157.05000 31.2536

C11 J K L 148.30000 25.7949

C06 J K L M 146.35000 35.1422

C18 J K L M 143.30000 24.4908

C09 K L M 138.90000 24.0589

C19 L M N 133.00000 30.3558

C22 L M N O 132.35000 33.0379

C23 L M N O 131.10000 26.4314

C32 L M N O 129.35000 19.7811

C25 M N O 127.10000 18.3874

C27 N O 117.95000 21.9484

C26 N O 114.35000 19.2744

C21 O P 113.15000 21.1343

C29 P Q 94.10000 21.2105

C07 Q 90.65000 14.4342

Levels not connected by same letter are significantly different.

(31)

Annex-D

Yarn Statistical Analysis

(32)

Analysis of Yarn CV% for T

1

15 16 17 18 19 20 21 22 23 24 25

C V m C 0 1 C 0 2 C 0 3 C 0 4 C 0 5 C 0 6 C 0 7 C 0 8 C 0 9 C 1 0 C 1 1 C 1 2 C 1 3 C 1 4 C 1 5 C 1 6 C 1 7 C 1 8 C 1 9 C 2 0 C 2 1 C 2 2 C 2 3 C 2 5 C 2 6 C 2 7 C 2 8 C 2 9 C 3 0 C 3 2

Coton

Analysis of Yarn CV% for T

3

15 16 17 18 19 20 21 22 23 24 25 26 27

C V m C 0 1 C 0 2 C 0 3 C 0 4 C 0 5 C 0 6 C 0 7 C 0 8 C 0 9 C 1 0 C 1 1 C 1 2 C 1 3 C 1 4 C 1 5 C 1 6 C 1 7 C 1 8 C 1 9 C 2 0 C 2 1 C 2 2 C 2 3 C 2 5 C 2 6 C 2 7 C 2 8 C 2 9 C 3 0 C 3 2

Cotton

Cotton Mean Std Dev C01 17.2842 0.37826 C02 21.2642 0.58393 C03 19.4542 0.45218 C04 16.9217 0.36073 C05 19.5350 0.92236 C06 22.9192 1.13925 C07 18.0392 0.40559 C08 16.4450 0.44600 C09 17.8458 0.46567 C10 19.2758 0.59292 C11 19.3333 0.73163 C12 18.8150 0.48712 C13 18.3042 0.40809 C14 20.8350 0.56722 C15 17.9533 0.44545 C16 17.4242 0.46639 C17 19.3350 0.60369 C18 23.1558 1.07083 C19 19.4025 0.83556 C20 21.4467 0.88578 C21 20.8108 0.92155 C22 21.9083 1.08571 C23 19.8125 0.69286 C25 16.6592 0.57118 C26 18.1867 0.43769 C27 18.6325 0.37734 C28 18.6592 0.57979 C29 19.9933 0.88001 C30 17.7425 0.55074 C32 16.9842 0.47777

Cotton Mean Std Dev

C01 18.5058 2.64207

C02 21.2367 0.73366

C03 19.3425 0.33273

C04 16.8450 0.38932

C05 19.0742 0.44384

C06 23.0067 0.97453

C07 18.0633 0.57384

C08 16.4358 0.46903

C09 17.9267 0.65330

C10 19.0400 0.50319

C11 19.4367 0.58088

C12 18.5533 0.58447

C13 18.4492 0.39643

C14 20.9992 0.53453

C15 18.3742 0.66874

C16 17.5042 0.45046

C17 19.2083 0.40861

C18 24.3617 1.27622

C19 18.9400 0.54072

C20 21.5258 0.92854

C21 21.0633 1.17240

C22 21.4417 1.00699

C23 19.9183 0.40698

C25 16.8442 0.43120

C26 18.6083 0.54964

C27 18.4142 0.33462

C28 18.6242 0.41825

C29 19.8342 0.56595

C30 17.9275 0.54391

(33)

Analysis of Yarn Index for T

1

1.9 2 2.1 2.2 2.3 2.4 2.5 2.6 2.7 2.8 2.9 3 3.1

In d ic e C 0 1 C 0 2 C 0 3 C 0 4 C 0 5 C 0 6 C 0 7 C 0 8 C 0 9 C 1 0 C 1 1 C 1 2 C 1 3 C 1 4 C 1 5 C 1 6 C 1 7 C 1 8 C 1 9 C 2 0 C 2 1 C 2 2 C 2 3 C 2 5 C 2 6 C 2 7 C 2 8 C 2 9 C 3 0 C 3 2

Cotton

Analysis of Yarn Index for T

3

2 3

In d ic e C 0 1 C 0 2 C 0 3 C 0 4 C 0 5 C 0 6 C 0 7 C 0 8 C 0 9 C 1 0 C 1 1 C 1 2 C 1 3 C 1 4 C 1 5 C 1 6 C 1 7 C 1 8 C 1 9 C 2 0 C 2 1 C 2 2 C 2 3 C 2 5 C 2 6 C 2 7 C 2 8 C 2 9 C 3 0 C 3 2

Cotton

Cotton Mean Std Dev C01 2.27000 0.049909 C02 2.61750 0.070855 C03 2.30750 0.053619 C04 2.20583 0.046604 C05 2.47250 0.117251 C06 2.86417 0.141322 C07 2.20667 0.049604 C08 2.20500 0.058387 C09 2.15750 0.055942 C10 2.28917 0.066532 C11 2.28000 0.086550 C12 2.23583 0.055343 C13 2.29417 0.051427 C14 2.60417 0.070512 C15 2.17000 0.052223 C16 2.17833 0.059671 C17 2.24750 0.070081 C18 2.69167 0.125758 C19 2.26833 0.097499 C20 2.66750 0.112986 C21 2.61667 0.115549 C22 2.77417 0.137871 C23 2.54083 0.088878 C25 2.07500 0.071414 C26 2.22583 0.052994 C27 2.22083 0.046213 C28 2.27167 0.070818 C29 2.28750 0.100284 C30 2.26083 0.069604 C32 2.05417 0.056481

Cotton Mean Std Dev

C01 2.43083 0.347549

C02 2.61417 0.091000

C03 2.29917 0.039187

C04 2.19750 0.050834

C05 2.41417 0.056802

C06 2.87417 0.121913

C07 2.21000 0.070195

C08 2.20417 0.062444

C09 2.16833 0.078605

C10 2.25667 0.061101

C11 2.29250 0.067437

C12 2.20500 0.068689

C13 2.31333 0.050871

C14 2.62500 0.065989

C15 2.22083 0.079253

C16 2.18750 0.058485

C17 2.23333 0.047162

C18 2.83250 0.149613

C19 2.21167 0.063652

C20 2.67417 0.116655

C21 2.64833 0.147083

C22 2.71500 0.127386

C23 2.55417 0.051954

C25 2.09750 0.054793

C26 2.27667 0.067734

C27 2.19500 0.040788

C28 2.26417 0.052477

C29 2.27000 0.065920

C30 2.28500 0.069216

C32 2.13500 0.112290

(34)

Analysis of Yarn U% for T

1

12 13 14 15 16 17 18 19 20

U m C 0 1 C 0 2 C 0 3 C 0 4 C 0 5 C 0 6 C 0 7 C 0 8 C 0 9 C 1 0 C 1 1 C 1 2 C 1 3 C 1 4 C 1 5 C 1 6 C 1 7 C 1 8 C 1 9 C 2 0 C 2 1 C 2 2 C 2 3 C 2 5 C 2 6 C 2 7 C 2 8 C 2 9 C 3 0 C 3 2

Coton

Analysis of Yarn U% for T

3

12 13 14 15 16 17 18 19 20 21

Um C01 C02 C03 C04 C05 C06 C07 C08 C09 C10 C11 C12 C13 C14 C15 C16 C17 C18 C19 C20 C21 C22 C23 C25 C26 C27 C28 C29 C30 C32

Cotton

Cotton Mean Std Dev C01 13.3817 0.304596 C02 16.4892 0.463200 C03 15.1808 0.423802 C04 13.2258 0.293210 C05 15.0508 0.629436 C06 17.8983 0.901008 C07 14.0825 0.323254 C08 12.8167 0.336380 C09 14.1875 0.802396 C10 14.9908 0.437752 C11 15.1100 0.565364 C12 14.5350 0.365526 C13 14.1550 0.301225 C14 16.1825 0.420457 C15 13.9833 0.348668 C16 13.5942 0.352071 C17 15.0792 0.484927 C18 18.1650 0.843170 C19 15.1058 0.658379 C20 16.7608 0.685797 C21 16.1483 0.704154 C22 17.1117 0.819155 C23 15.5050 0.532703 C25 13.0458 0.450746 C26 14.2375 0.304336 C27 14.5200 0.313659 C28 14.5967 0.450461 C29 15.7200 0.613426 C30 13.7950 0.428772 C32 13.2942 0.409156

Cottons Mean Std Dev

C01 14.3817 2.16637

C02 16.5558 0.54960

C03 15.1375 0.28004

C04 13.1858 0.35075

C05 14.7683 0.32951

C06 18.0025 0.77926

C07 14.1292 0.47106

C08 12.8242 0.37503

C09 14.0508 0.50780

C10 14.9083 0.38024

C11 15.2300 0.47709

C12 14.3383 0.42825

C13 14.3250 0.27114

C14 16.3292 0.39789

C15 14.3508 0.52386

C16 13.6983 0.36058

C17 14.9983 0.30721

C18 19.1783 1.05751

C19 14.8267 0.46928

C20 16.8983 0.71921

C21 16.4375 0.83234

C22 16.8217 0.78826

C23 15.6275 0.31465

C25 13.2300 0.36144

C26 14.6108 0.40561

C27 14.4100 0.27243

C28 14.5925 0.35975

C29 15.6008 0.42794

C30 13.9850 0.43902

C32 13.7808 0.67194

(35)

Analysis of Thin -30% for T

1

300 400 500 600 700 800 900 1000 1100

T h in - 3 0 % C 0 1 C 0 2 C 0 3 C 0 4 C 0 5 C 0 6 C 0 7 C 0 8 C 0 9 C 1 0 C 1 1 C 1 2 C 1 3 C 1 4 C 1 5 C 1 6 C 1 7 C 1 8 C 1 9 C 2 0 C 2 1 C 2 2 C 2 3 C 2 5 C 2 6 C 2 7 C 2 8 C 2 9 C 3 0 C 3 2

Cotton

Analysis of Thin -30% for T

3

300 400 500 600 700 800 900 1000 1100

T h in - 3 0 % C 0 1 C 0 2 C 0 3 C 0 4 C 0 5 C 0 6 C 0 7 C 0 8 C 0 9 C 1 0 C 1 1 C 1 2 C 1 3 C 1 4 C 1 5 C 1 6 C 1 7 C 1 8 C 1 9 C 2 0 C 2 1 C 2 2 C 2 3 C 2 5 C 2 6 C 2 7 C 2 8 C 2 9 C 3 0 C 3 2

Cotton

Cotton Mean Std Dev C01 365.833 22.731 C02 762.917 49.314 C03 586.083 107.481 C04 389.583 36.405 C05 563.667 37.919 C06 903.000 64.796 C07 461.250 26.697 C08 356.083 38.529 C09 429.250 43.681 C10 630.000 54.123 C11 615.083 54.745 C12 519.917 33.857 C13 458.417 33.886 C14 722.167 43.915 C15 491.083 35.362 C16 428.250 31.924 C17 597.583 69.541 C18 962.667 56.519 C19 594.750 67.227 C20 846.000 54.331 C21 712.917 59.703 C22 824.250 53.995 C23 683.000 57.741 C25 339.583 39.590 C26 530.083 31.271 C27 541.083 30.918 C28 561.250 48.664 C29 646.250 55.217 C30 446.167 36.025 C32 428.417 44.164

Cotton Mean Std Dev

C01 365.833 22.731

C02 762.917 49.314

C03 586.083 107.481

C04 389.583 36.405

C05 563.667 37.919

C06 903.000 64.796

C07 461.250 26.697

C08 356.083 38.529

C09 429.250 43.681

C10 630.000 54.123

C11 615.083 54.745

C12 519.917 33.857

C13 458.417 33.886

C14 722.167 43.915

C15 491.083 35.362

C16 428.250 31.924

C17 597.583 69.541

C18 962.667 56.519

C19 594.750 67.227

C20 846.000 54.331

C21 712.917 59.703

C22 824.250 53.995

C23 683.000 57.741

C25 339.583 39.590

C26 530.083 31.271

C27 541.083 30.918

C28 561.250 48.664

C29 646.250 55.217

C30 446.167 36.025

C32 428.417 44.164

(36)

Analysis of Thin -50% for T

1

-10 10 30 50 70 90 110 130

T h in - 5 0 % C 0 1 C 0 2 C 0 3 C 0 4 C 0 5 C 0 6 C 0 7 C 0 8 C 0 9 C 1 0 C 1 1 C 1 2 C 1 3 C 1 4 C 1 5 C 1 6 C 1 7 C 1 8 C 1 9 C 2 0 C 2 1 C 2 2 C 2 3 C 2 5 C 2 6 C 2 7 C 2 8 C 2 9 C 3 0 C 3 2

Cotton

Analysis of Thin -50% for T

3

0 50 100 150 200 250

T h in - 5 0 % C 0 1 C 0 2 C 0 3 C 0 4 C 0 5 C 0 6 C 0 7 C 0 8 C 0 9 C 1 0 C 1 1 C 1 2 C 1 3 C 1 4 C 1 5 C 1 6 C 1 7 C 1 8 C 1 9 C 2 0 C 2 1 C 2 2 C 2 3 C 2 5 C 2 6 C 2 7 C 2 8 C 2 9 C 3 0 C 3 2

Cotton

Cotton Mean Std Dev C01 2.0833 1.4434 C02 37.2500 8.9150 C03 20.4167 7.8446 C04 4.0833 3.2602 C05 12.9167 6.0672 C06 79.4167 20.2460 C07 8.6667 5.0513 C08 2.5833 1.7816 C09 10.6667 7.7850 C10 20.0000 6.8755 C11 20.8333 7.7908 C12 10.7500 4.2239 C13 7.0833 4.9444 C14 32.7500 8.8124 C15 9.0833 3.8248 C16 6.9167 4.9992 C17 20.6667 8.8249 C18 92.5000 29.1314 C19 17.1667 9.8796 C20 58.5833 16.6540 C21 33.3333 15.2514 C22 57.8333 20.9581 C23 25.4167 6.5707 C25 3.3333 2.3094 C26 12.4167 4.7570 C27 13.1667 4.0639 C28 15.5833 6.4025 C29 23.5000 9.3663 C30 6.2500 2.0505 C32 6.7500 4.7506

Cotton Mean Std Dev

C01 5.167 4.3029

C02 37.917 12.2879

C03 24.667 6.9718

C04 4.250 3.8876

C05 15.417 8.9388

C06 96.917 24.9234

C07 10.250 4.2023

C08 3.083 2.0652

C09 11.167 6.7262

C10 19.500 8.8882

C11 22.333 8.0151

C12 11.083 5.2303

C13 8.667 6.1987

C14 35.833 8.3973

C15 13.167 4.4073

C16 6.833 3.7132

C17 15.583 5.3676

C18 140.583 61.4424

C19 16.917 8.0052

C20 62.417 15.0482

C21 38.500 16.8981

C22 51.583 15.5532

C23 29.250 9.1961

C25 3.917 2.7784

C26 15.833 5.6219

C27 15.333 4.6384

C28 18.750 7.9787

C29 25.083 8.1403

C30 8.583 4.9444

C32 10.417 5.5834

(37)

Analysis of Thick +35% for T

1

100 200 300 400

T h ic k + 3 5 % C 0 1 C 0 2 C 0 3 C 0 4 C 0 5 C 0 6 C 0 7 C 0 8 C 0 9 C 1 0 C 1 1 C 1 2 C 1 3 C 1 4 C 1 5 C 1 6 C 1 7 C 1 8 C 1 9 C 2 0 C 2 1 C 2 2 C 2 3 C 2 5 C 2 6 C 2 7 C 2 8 C 2 9 C 3 0 C 3 2

Cotton

Analysis of Thick +35% for T

3

100 200 300 400 500

T h ic k + 3 5 % C 0 1 C 0 2 C 0 3 C 0 4 C 0 5 C 0 6 C 0 7 C 0 8 C 0 9 C 1 0 C 1 1 C 1 2 C 1 3 C 1 4 C 1 5 C 1 6 C 1 7 C 1 8 C 1 9 C 2 0 C 2 1 C 2 2 C 2 3 C 2 5 C 2 6 C 2 7 C 2 8 C 2 9 C 3 0 C 3 2

Cotton

Cotton Mean Std Dev C01 181.333 19.7039 C02 363.167 27.9247 C03 250.333 22.4917 C04 162.833 18.6247 C05 261.750 21.2822 C06 384.917 35.2664 C07 191.333 22.5966 C08 155.417 23.4887 C09 184.917 14.5818 C10 246.000 24.5653 C11 255.417 27.0133 C12 247.500 24.6337 C13 214.917 19.5934 C14 341.083 32.9971 C15 197.833 24.4831 C16 182.083 16.1384 C17 262.667 33.8105 C18 394.583 46.9419 C19 249.583 26.3799 C20 335.833 37.8197 C21 304.083 38.8200 C22 327.750 33.6185 C23 274.417 34.6291 C25 128.583 20.8041 C26 202.417 27.1309 C27 218.083 27.7635 C28 219.167 22.7390 C29 253.917 39.7937 C30 203.417 15.9742 C32 162.833 20.3864

Cotton Mean Std Dev

C01 185.583 33.9236

C02 333.000 28.2392

C03 256.667 26.5855

C04 150.667 16.0643

C05 262.667 17.3013

C06 396.417 38.2800

C07 181.833 21.9828

C08 149.167 15.8104

C09 173.333 18.1074

C10 227.167 23.5674

C11 257.500 25.8334

C12 226.333 24.5850

C13 206.667 24.2575

C14 326.500 33.7733

C15 193.333 24.9193

C16 175.500 24.5301

C17 241.167 29.6459

C18 435.083 46.9922

C19 228.000 21.9959

C20 335.250 42.6276

C21 296.667 42.8641

C22 314.500 41.3335

C23 266.083 26.6610

C25 119.083 14.1065

C26 206.000 26.9646

C27 212.167 29.7408

C28 214.250 32.6723

C29 244.083 32.1854

C30 195.417 26.0261

C32 172.083 19.9657

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