4.6 bedford cord and piqu é · draw a bedford weave diagram (the face weave repeat should be...

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4.6 Bedford cord and piqué I: Concept II : Principle of the construction of Bedford III: Weave drawn IV : Modification V : Figured Bedford cord

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Page 1: 4.6 Bedford cord and piqu é · draw a Bedford weave diagram (The face weave repeat should be factor of the base weave). 1) The repeats: R O=base weave repeat = 6 + 6 =12 R y= weft

4.6 Bedford cord and piqué

I: Concept

II : Principle of the construction of Bedford

III: Weave drawn

IV : Modification

V : Figured Bedford cord

Page 2: 4.6 Bedford cord and piqu é · draw a Bedford weave diagram (The face weave repeat should be factor of the base weave). 1) The repeats: R O=base weave repeat = 6 + 6 =12 R y= weft

I Concept� Both of these weaves are characterized by rounded cords

with fine sunken lines between. See the fabric sample and schematic diagram following.

� The distinction between a Bedford cord and a piqué is that in the former the cord runs along the length of the cloth. However, very few true piqués are produced now.

Fabric sampleSchematic diagram

Page 3: 4.6 Bedford cord and piqu é · draw a Bedford weave diagram (The face weave repeat should be factor of the base weave). 1) The repeats: R O=base weave repeat = 6 + 6 =12 R y= weft

II Principle of the construction of Bedford

See Fig. 4.25. The face of the cord is generally a plain weave. The rounded cord effect is achieved by pair of weft threads floating across the back of the cord and being woven in to form the sunken lines.

Page 4: 4.6 Bedford cord and piqu é · draw a Bedford weave diagram (The face weave repeat should be factor of the base weave). 1) The repeats: R O=base weave repeat = 6 + 6 =12 R y= weft

III Weave drawn

� The Bedford weaves are constructed by

combining a long float weft rib as base weave and

plain or basic twill as face.

Page 5: 4.6 Bedford cord and piqu é · draw a Bedford weave diagram (The face weave repeat should be factor of the base weave). 1) The repeats: R O=base weave repeat = 6 + 6 =12 R y= weft

The steps are as following

� 1) Calculating the repeats:

RO = base weave repeat

Ry = weft repeat of base weave×weft repeat of face weave repeat

� 2) Drawing the outline of the repeat, and the base weave,

weft rib.

� 3) Filling the long weft floats with face weave.

Page 6: 4.6 Bedford cord and piqu é · draw a Bedford weave diagram (The face weave repeat should be factor of the base weave). 1) The repeats: R O=base weave repeat = 6 + 6 =12 R y= weft

Example:

� Based on a 6/6 weft rib and a plain for face of the cord,

draw a Bedford weave diagram (The face weave repeat should be

factor of the base weave).

1) The repeats:

RO =base weave repeat = 6 + 6 =12

Ry= weft repeat of the base weave×weft repeat of face weave repeat

= 2 × 2 = 4

2) Drawing the outline of the repeat, and the base weave, weft rib

3) Filling the long weft floats with face weave.

Page 7: 4.6 Bedford cord and piqu é · draw a Bedford weave diagram (The face weave repeat should be factor of the base weave). 1) The repeats: R O=base weave repeat = 6 + 6 =12 R y= weft

A: Calculating the repeats and drawing the outline

B: Drawing the outline of the repeat and the base weave –weft rib

■■■■■■■■■■■■

■■■■■■■■■■■■

C: Filling the long weft floats with face weave—plain weave

■ ■ ■

■ ■ ■

■ ■ ■

■ ■ ■

Construction of Bedford

Page 8: 4.6 Bedford cord and piqu é · draw a Bedford weave diagram (The face weave repeat should be factor of the base weave). 1) The repeats: R O=base weave repeat = 6 + 6 =12 R y= weft

IV Improvement1) Put two weft floats together in order to accentuate the effect of the

cord. See previous Fig. 4.25.

2) The rib is accentuated through adding cutting ends in plain weave on

either side of the cord, and by proper denting in separating them by

the splits of the reed. See Fig.4-27.(it is essential to select a strong

yarn for the cutting ends)

3) Wadding ends are used to give the cord further stability and help to

prevent it from becoming flattened. See Fig. 4.28.

4) Further emphasis can be achieved by using a harder twist for the weft,

which will shrink more in the finishing.

Page 9: 4.6 Bedford cord and piqu é · draw a Bedford weave diagram (The face weave repeat should be factor of the base weave). 1) The repeats: R O=base weave repeat = 6 + 6 =12 R y= weft
Page 10: 4.6 Bedford cord and piqu é · draw a Bedford weave diagram (The face weave repeat should be factor of the base weave). 1) The repeats: R O=base weave repeat = 6 + 6 =12 R y= weft

V Figured Bedford cord

1)Warp and weft faced cord .See Fig. 4.29 and 4.30.

Page 11: 4.6 Bedford cord and piqu é · draw a Bedford weave diagram (The face weave repeat should be factor of the base weave). 1) The repeats: R O=base weave repeat = 6 + 6 =12 R y= weft

2) Figured Bedford cord

Fig.4.31 Figured

Bedford cord (1)

In this example

one square in the

motif is equal to 6

cord ends and 2

picks.

Page 12: 4.6 Bedford cord and piqu é · draw a Bedford weave diagram (The face weave repeat should be factor of the base weave). 1) The repeats: R O=base weave repeat = 6 + 6 =12 R y= weft

3) Bedford cord with a diagonal effect

This Bedford cord is arranged

to give a diagonal effect;

again warp rib between the

cord creates a cut.

Page 13: 4.6 Bedford cord and piqu é · draw a Bedford weave diagram (The face weave repeat should be factor of the base weave). 1) The repeats: R O=base weave repeat = 6 + 6 =12 R y= weft

4.7 Distorted weave

� Concept

� The principle of distorted weave

Distorted weave fabric sample

Page 14: 4.6 Bedford cord and piqu é · draw a Bedford weave diagram (The face weave repeat should be factor of the base weave). 1) The repeats: R O=base weave repeat = 6 + 6 =12 R y= weft

I Concept

� In this weave, there are tighter groups and

loose groups interlacing. This results in warp

threads and weft threads distorted, so we call

this as distorted weave. See the previous fabric

sample and schematic diagram.

Page 15: 4.6 Bedford cord and piqu é · draw a Bedford weave diagram (The face weave repeat should be factor of the base weave). 1) The repeats: R O=base weave repeat = 6 + 6 =12 R y= weft

Distorted weave schematic diagram

Fig.4.35 Distorted weave effects (1)

Page 16: 4.6 Bedford cord and piqu é · draw a Bedford weave diagram (The face weave repeat should be factor of the base weave). 1) The repeats: R O=base weave repeat = 6 + 6 =12 R y= weft

II the principle of distorted weave

� Distorted weft effects (1) see Fig 4-35

� Method of development

Group (a): ends and picks interlace in plain weave

Group (b): all ends float on the face, all picks float on the back.

� Between succeeding groups two picks (c) interlace with all ends in groups (a) and (b) in plain weave.

� The areas of tighter interlacing (a) is built up in the normal way, but require more space than the areas with long floating threads (b) which offer no resistance and allow picks (c) to move into this area. This causes a weft distortion and the formation of cell-like effects.

� It is advisable to weave it with a high warp tension and reduced weft tension.

Page 17: 4.6 Bedford cord and piqu é · draw a Bedford weave diagram (The face weave repeat should be factor of the base weave). 1) The repeats: R O=base weave repeat = 6 + 6 =12 R y= weft

2) Distorted weft effects (2)

Page 18: 4.6 Bedford cord and piqu é · draw a Bedford weave diagram (The face weave repeat should be factor of the base weave). 1) The repeats: R O=base weave repeat = 6 + 6 =12 R y= weft

� The important point about these

structures is that picks which are allowed to

float on the face of the fabric move into the

direction of least resistance. This causes the

picks to diverge from their normal straight

line and distort into zigzag lines.

Page 19: 4.6 Bedford cord and piqu é · draw a Bedford weave diagram (The face weave repeat should be factor of the base weave). 1) The repeats: R O=base weave repeat = 6 + 6 =12 R y= weft

3) Distorted warp effect (1)

Fig.4.37 Distorted weave effects (3)

Page 20: 4.6 Bedford cord and piqu é · draw a Bedford weave diagram (The face weave repeat should be factor of the base weave). 1) The repeats: R O=base weave repeat = 6 + 6 =12 R y= weft

Notes:

� Generally, thicker yarns of contrasting colors are employed to highlight the effect.

� The effect ends are placed on a separate beam or roller, woven with less tension and drawn in additionally to the ground ends into the reed.

� The weave is arranged on a pointed draft and the shafts for the distorted ends are located in the front.

Page 21: 4.6 Bedford cord and piqu é · draw a Bedford weave diagram (The face weave repeat should be factor of the base weave). 1) The repeats: R O=base weave repeat = 6 + 6 =12 R y= weft

4) Distorted warp effect (2)

Page 22: 4.6 Bedford cord and piqu é · draw a Bedford weave diagram (The face weave repeat should be factor of the base weave). 1) The repeats: R O=base weave repeat = 6 + 6 =12 R y= weft

5) Combined distorted

warp and weft

effects

Page 23: 4.6 Bedford cord and piqu é · draw a Bedford weave diagram (The face weave repeat should be factor of the base weave). 1) The repeats: R O=base weave repeat = 6 + 6 =12 R y= weft

Summary of Chapter 4 :

1. stripe and check weaves

main points: calculation

2. crepe weaves

3. mock leno weaves

4. huckaback weaves

5. Honeycomb weaves

6. Bedford cord

7. distorted weave effects

Page 24: 4.6 Bedford cord and piqu é · draw a Bedford weave diagram (The face weave repeat should be factor of the base weave). 1) The repeats: R O=base weave repeat = 6 + 6 =12 R y= weft

Home works:

� Drawing the following Bedford cords:

1. Base weave is 6/6 weft rib, face weave

is plain.

2. Based on the previous weave, adding

cutting ends on either side of the cord.