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3.2.3 Elongated twills 1) The density ratio chan ges the fabric appearan ce. (See Fig.3.14)
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3.2.3 Elongated twills 1) The density ratio changes the fabric appearance. (See Fig.3.14)

Dec 19, 2015

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Page 1: 3.2.3 Elongated twills 1) The density ratio changes the fabric appearance. (See Fig.3.14)

3.2.3 Elongated twills

1) The density ratio changes the fabric appearance. (See Fig.3.14)

Page 2: 3.2.3 Elongated twills 1) The density ratio changes the fabric appearance. (See Fig.3.14)

Tan α= / = Po/Py

The inclination angle depends on the density ratio:

Po = Py; tan α= 1; α=450

Po < Py; tan α < 1; α< 450

Po > Py; tan α > 1; α> 450

yp

1

op

1

See Fig.3.14

Page 3: 3.2.3 Elongated twills 1) The density ratio changes the fabric appearance. (See Fig.3.14)

2) The shift changes the fabric appearance. (See Fig.3.15, Fig.3.17)

Page 4: 3.2.3 Elongated twills 1) The density ratio changes the fabric appearance. (See Fig.3.14)

3) weave drawn:

(1) Calculate the repeats, RO & Ry

Ry=RyB

Where, ROB, RyB are basic twill repeats.

(2) Draw the first end according to the formula of the basic twill

(3) Draw the other ends according to the same formula, but with the changed shift

Page 5: 3.2.3 Elongated twills 1) The density ratio changes the fabric appearance. (See Fig.3.14)

4) Applications and sample

Some fabrics made from the diagonal weave are: whipcord, lady’s cloth.

Page 6: 3.2.3 Elongated twills 1) The density ratio changes the fabric appearance. (See Fig.3.14)

3.2.4 Curved twills

Page 7: 3.2.3 Elongated twills 1) The density ratio changes the fabric appearance. (See Fig.3.14)

1) Concept Curved twills produce a curvilinear appearance

when the inclination angle of diagonal increases gradually.

As we know, the inclination angle of the diagonal may be changed by changing the shift. The curved twill can be constructed by alternating shift of the basic twill in either vertical or horizontal direction. The alternation of shifts is made by the wish of the designer.

Page 8: 3.2.3 Elongated twills 1) The density ratio changes the fabric appearance. (See Fig.3.14)

2) two points in designing:

The sum of shifts must equal 0 or can be divided by a repeat without remainder.

The biggest shift must be less than the biggest overlaps, for avoiding the curved line breaking.

Page 9: 3.2.3 Elongated twills 1) The density ratio changes the fabric appearance. (See Fig.3.14)

Example 1: The basic twill is twill :

The curved twill with the alternating vertical shifts having the following succession: So=2 、 2 、 2 、 1 、1 、 1 、 1 、 0 、 1 、 0 、0 、 1 、 0 、 0 、 0 、 1 、0 、 0 、 1 、 0 、 1 、 1 、1 、 1 、 2 、 2 、 2 、 2

(Where the sum of shifts equals 26, two times of 13 which is the weave repeat )

4 1 1

3 1 3

Page 10: 3.2.3 Elongated twills 1) The density ratio changes the fabric appearance. (See Fig.3.14)

Example 2:

The basic twill is still

twill: The alternating vertical sh

ifts are 2 、 2 、 1 、 1 、0 、 1 、 0 、 0 、 1 、 1 、0 、 1 、 1 、 1 、 -1 、–1 、– 1 、 0 、 -1 、 -1 、0 、 0 、 -1 、 0 、 -1 、 -1 、 -2 、 -2.

4 1 1

3 1 3

Page 11: 3.2.3 Elongated twills 1) The density ratio changes the fabric appearance. (See Fig.3.14)

3) Weave drawn Drawing vertically curved twill weaves are as follo

wing:1) Calculating the repeats:

Ro = numbers of the alternating shifts.

Ry = weft repeat of basic twill 2) Drawing the first end according to the formula of the

basic weave. 3) Drawing the other ends based on the shifts designed. Horizontally cured twill weaves can be drawn in a similarly way

Page 12: 3.2.3 Elongated twills 1) The density ratio changes the fabric appearance. (See Fig.3.14)

4) Applications Curved twill weaves are widely used for

decorative fabrics and apparel fabrics.

Page 13: 3.2.3 Elongated twills 1) The density ratio changes the fabric appearance. (See Fig.3.14)

Home works:

1. Whipcords made from weave formula

(1) So=2

(2) So=2drawing the above weaves. 2. Drawing the curved weave, the basic

twill is , the vertical shift S0=2, 2, 1, 1, 0, 1, 0, 0, 1, 1, 0, 1, 1, 1, -1, -1, -1, 0, -1, -1, 0, 0, -1, 0, -1, -1, -2, -2 ,and drawing the weaving plan using as small number of shafts as possible.

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