Arch js library API - v0.0.1

A flat array of Tensor, meaning the array is represented as [xx, xy, xz, yy, yz, zz ... xx, xy, xz, yy, yz, zz]

The number of Tensor is given by

const n = tensors.length/6

There's multiple ways to iterate over all Tensor:

for (let i=0; i<tensors.length; i += 6) {
    const xx = vectors[i  ]
    const xy = vectors[i+1]
    const xz = vectors[i+2]
    const yy = vectors[i+3]
    const yz = vectors[i+4]
    const zz = vectors[i+5]
}

or

for (let i=0; i<tensors.length/6; i++) {
    const xx = vectors[6*i  ]
    const xy = vectors[6*i+1]
    const xz = vectors[6*i+2]
    const yy = vectors[6*i+3]
    const yz = vectors[6*i+4]
    const zz = vectors[6*i+5]
}

A flat array of Vector, meaning the array is represented as [x, y, z ... x, y, z]

The number of Vector is given by

const n = vectors.length/3

There's multiple ways to iterate over all Vector:

for (let i=0; i<vectors.length; i += 3) {
    const x = vectors[i  ]
    const y = vectors[i+1]
    const z = vectors[i+2]
}

or

for (let i=0; i<vectors.length/3; i++) {
    const x = vectors[3*i  ]
    const y = vectors[3*i+1]
    const z = vectors[3*i+2]
}

Represent a rank 2 non-symmetric tensor of size 3 (mostly to represent traction or displscement influence matrices). It is represented as a flat array of components with the orders [xx, xy, xz, yx, yy, yz, zx, zy, zz]

The representation is

Represent a rank 2 symmetric tensor of size 3 (mostly to represent stress and strain). It is represented as a flat array of components with the orders [xx, xy, xz, yy, yz, zz]

The representation is

An array of Tensor, i.e., [[xx, xy, xz, yy, yz, zz] ... [xx, xy, xz, yy, yz, zz]]

Represent a vector size 3. It is represented as a flat array of components with the orders [x, y, z]

Represent a vector size 3 of boolean.

An array of number of any size

An array of Vector, i.e., [[x,y,z] ... [x,y,z]]

Represent a rank 3 non-symmetric tensor of size 3 (mostly to represent traction or displasment influence matrices). It is represented as a flat array of components with the orders [xx, xy, xz, yx, yy, yz, zx, zy, zz]

@category Math