Areas

  • November 2019
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Propiedades de un Área Definida por las Coordenadas de sus Vértices Coordenadas de los Vértices

x

y

Círculos: agregar (R+) o descontar (R -)

R

x

HSF 1995

A = 36.111

y

1

1.600

4.400

Ejes Originales

2

1.545

4.814

y max = 6.000

3

1.386

5.200

y min = -6.000

4

1.131

5.531

Ix = 3.8793E+2

5

0.800

5.786

Iy = 2.9061E+1

6

0.414

5.945

Ixy = 0.0000E+0

7

0.000

6.000

J = 2.9061E+1

8

-0.414

5.945

9

-0.800

5.786

10

-1.131

5.531

x = 0.000

11

-1.386

5.200

y = 0.000

12

-1.545

4.814

Ix = 3.8793E+02

13

-1.600

4.400

Iy = 2.9061E+01

14

-1.600

-4.400

Ixy = 0.0000E+00

15

-1.545

-4.814

J = 4.1699E+2

16

-1.386

-5.200

i = 3.398

17

-1.131

-5.531

S top = 6.4655E+01

18

-0.800

-5.786

S bot = 6.4655E+01

19

-0.414

-5.945

20

0.000

-6.000

21

0.414

-5.945

22

0.800

-5.786

φ = 0.00 Ix = 3.8793E+02

23

1.131

-5.531

Iy = 2.9061E+01

24

1.386

-5.200

25

1.545

-4.814

26

1.600

-4.400

Ejes Baricéntricos

Ejes Principales

Los vértices deben darse en sentido antihorario si el área es positiva y en sentido horario si es negativa

27

1.600

4.400

6.000

1.600

28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50

Cada bloque correspondiente a un perímetro, exterior o interior, debe terminarse con una línea en blanco

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