Comparison table of weight and order of the hottes

Comparison table of paper weight and ream

comparison table of paper weight and ream the weight of paper is expressed in "quantitative" and "ream weight", usually in quantitative terms. The quantitative double weight "gram weight" is the weight of paper per square meter, that is, grams/m2. Ration is a sign of paper thickness. The larger the ration, the thicker the paper. For example, the commonly used 52, 120, 250 g/m2 paper, the latter one is thicker than the former one. Those with a ration of less than 250 g/m2 are called paper, and those with an excess of are called paperboard. The order weight represents the total weight of 500 sheets per order

the calculation method of order weight is: order weight (company) = area of each paper (m)

specification (mm) quantitative (g/m) order weight (kg) customary order weight (kg) 787x1092

16

17

18

20

22

24

25

26

28

30

32

35

36

40

45

50

51

52

55

60

65

70

75

80

90

100

105

110

120

128

126.6

140

150

157

180

200

210

220

230

233

235

250

25 our company will hold several foreign tourism activities every year 6

261

280

290

300

4006.875

7.305

7.735

8.594

9.453

10.313

10.743

11.173

12.032

12.891

13.751

15.040

15.468

17.188

19.337

21.485

21.915

22.345

23.634

25.782

27 931

30.079

32.228

34.376

38.673

42.970

45.15

47.3

51.564

55.40

54.438

60.158

64.455

67.51

77.346

85.940

90.237

94.534

98.832

100.21

100.98

107.426

110.08

112.23

120 therefore 317

124.614

128.911

171.8816.9

7.3

7.7

8.6

9.5

10.3

10.7

11.2

12.0

12.9

13.8

15.0

15.5

17.2

19.3

21.5

21.9

22.4

23.6

25.8

27.9

30.1

32.2

34.4

38.7

43.0

45.1

47.3

51.6

55.0

54.4

60.2

64.5

67.5

77.4

85.9

90.2

94.5

98.8

100.0

101.0

107.4

110.1

112.2

120.3

124.6

128.9

171.9145.455

136.893

129.282

116.360

105.787

96.965

93.084

89.509

83.112

77.574

72.722

66.489

64.64

58.180

51.714

46.544

45.631

44. 573

42.312

38.787

35.803

33.246

31.029

29.090

25.858

23.272

22.172

21.141

19.393

18.1818

. 38

16.623

15.515

14.814

12.929

11.636

11.082

10.578

10.118

9.988

9.903

9.309

9.082

8.912

8.311

8.025

7.757

5.818

specification (mm) quantitative (g/m) order weight (kg) habit order weight (kg) Equivalent orders per ton

889x1194

635x1118

559x864

695x960

695x1092

32

40

52

60

80

90

100

120

52

80

90

40

50

55

60

70

80

85

90

100

120

25

30

32

35

40

17

27

28

52

70

80

100

52

70

80

100

52

70

80

10015.88

19.86

25.8

29.78

39.7

44.67

49.64

59.5

28.14

43.2

48.6

21.229

26.537

29.190

31.844

37.151

42.459

45.102

47.763

53.073

63.688

8.874

10.649

11.359

12.424

14.2

4.105

6.520

6.762

17.342

23.345

26.68

38.35

19.734

26.565

30.36

37.95

19.75

26.25

30.00

37.5015.8

19.9

25.8

29.8

39.7

44.7

49.7

59.5

28.1

43.2

48.6

21.2

26.5

29.2

31.8

37.2

42.5

45.1

47.8

53.1

63.7

8.9

10.7

11.4

12.4

14.2

4.1

6.5

6.8

17.4

23.4

26.7

38.4

19.74

26.6

30.4

37.9

19.8

26.3

30.0

37.563

50.3

38.8

33.58

25.20

22.40

20.10

16.80

35.50

23.14

20.58

47.105

37.683

34.258

31.403

26.917

23.552

22.172

20.937

18.842

15.702

112.689

93.906

80.036

80.489

70.422

243.605 p>

153.374

147.855

57.471

42.735

37.453

26.041

50.658

37.593

32.894

26.385

50.500

38.02

33.334

26.664 7 note: this table is for publishing staff It is used when calculating the number of printed sheets according to the page number and size of the book, and then calculating the number of paper orders according to the number of printed sheets. Ensure parallelism in order to facilitate search but limited to space, the table only gives the number of printed pages of the three folios (16,32,64) with 64 pages. The number of more than 64 pages can be calculated quickly by multiplying the number in the table by 10, 20... And adding fractions

it can also be calculated according to the following formula: page number/number of pages = printed sheets: printed sheets * number of prints/1000= number of reams