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LAMINAR STRUCTURES

L laminar structures as are figures dimensional drawings created from two-dimensional . are original designs using layered structures folded, cut, glued or joined to create volume. They have a particular application in industrial design and architecture .

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IXOASIS

P roviene of Latin and means the same angle, is one of the layered structures consisting of a geometric network that developed the volume called kaleidocycles following a method of repetition modules.


















consists of a grid diagonal lines formed by the same angle of inclination in each of its modules . In this case it was made a ixoasis with a sheet of polypropylene diagonally folded with a shape and size of volume created by the folds that form.

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E l or original Miura - miura Is another laminar structure that is named after its author, an astrophysicist who Japanese development this system to transport folding panels to the space.

has been given an application in the field design and art from the design of furniture to roofs of buildings, through design and fashion scenery. This structure is achieved through a laminar where it bends the paper they are repeated reflection and double modules that are in low and high relief.

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MIURA MIURA IN GRADUATION

E l muira in grading follows the same system twice the normal Miura, only this is in graded sizes of modules either h Horizontal or vertical.




















The special that this system is that it takes to create forms that are not met with Miura is normal, allowing a greater chance of designs.

This system also was done on paper, using a grid of modules shaped arrow repeated in form but not in size, which gradually grew vertically.

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POP - UP SPEED SOLID




E l pop - up is a laminar structure that is used primarily in graphic design to make cards and books for children.













It an image composed of a series of plans at different levels are
designed to create three-dimensional structures from flat images. Its origins found in origami as also creates three-dimensional figures from folded paper.

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L the Golden Section, also known as the golden or the split ratio, consists of a sequence of numbers (1, 1 / 1, 3 / 2, 5 / 3, 8 / 5, 21/13, 34 / 55 ...).

This ratio is found in geometric figures as in nature and has been used in art as in design.

Based on the golden section was designed a figure of 10x15 cm by repetition in a circle, worked as a module to create a module called super solid of revolution.

This solid of revolution to be formed by a series of figures of the same size and shape in radial repetition can be considered a figure formed by layers in series, also was given a color gradation processing to emphasize the radial seriation. the material chosen for this work was part battery for strength and easy handling and grading vinyl paint.

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METAMORPHOSIS

D the Greek meta (change) and morph (form) is a process whereby an object or entity changes shape. The metamorphosis has a semantics for the object and the object become final share a general idea.

Metamorphosis represent it in this exercise through a process of gradation in the form of serial planes, using symbolic shapes of some objects achieving the pregnancy, which is the quality of visual forms that capture the viewer's attention by the simplicity, balance or stability of its structure.

Also we made a metamorphosis of color in gradation accentuating the shape change. Serial drawings were made by tools Ilustreitor metamorphosis, materials used were again the role battery and latex paint.

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Icosahedron Platonic Solids

L you Platonic solids, also known as convex regular polyhedron are solid figures whose faces are regular polygons and their vertices iguakes join the same number of faces. They are named in honor of the Greek philosopher Plato, who is credited with being the first to study them.

The geometric characteristics of these bodies are:

• All their faces are equal regular polygons.
• All vertices consurren the same number of faces and edges.
• All the edges have the same length.
• All dihedral angles which form its sides are equal.
• All its vertices are convex to the icosahedron.

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E l icosahedron is a platonic solid with triangular faces with geometric characterized as polyhedra (poly: many, edros: face) convex regular polygons whose sides are equal and vertices are joined the same number of faces.

The icosahedron star is composed of 30 modules based on origami (papyrus, paper and flectere: double). The Sonobe module (color box), founded by Mitsunobu Sonobe, these pieces have the ability to join together to create a volume.

Sonobe The 30 modules are assembled in a pattern so as to form a super-system or module. The star icosahedron consists of 10 pyramids, is a function of Platonic solids and Kepler.

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CRASHED MAGIC CUBE

l E magic cube is a system consisting of a Platonic solid, hexahedron or cube, which is a super form since this consists of 8 blocks or modules, which have joints that allow them to change shape, rectangles, cubes, creating a pattern of transformation also called calidociclos.

Each hexahedron has a bichromatic application and space contrasted with the natural color of the material. The design is inspired by organic forms or composed fitoformas a module that repetition and rotation are creating a super-module that changes on each side of the cube.

also have a subtraction on a three-dimensional cube, which is made with a cut in the corners of the modules and an overlay of the parts taken in the gaps to create a dimensional change. The material used is paper battery and latex paint.

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TENSEGRITY

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GEODETIC

E s a polyhedron generated from an icosahedron or a dodecahedron, their faces may be triangles, hexagons or any other polygon. all vertices must match with the surface of a sphere or an ellipsoid.

Your structural system consists of a large number of bars, length small compared with other structures, the bars are joined together through their end resulting in a three-dimensional .

The materials chosen for this study were the sticks or toothpicks for the edges and glue sticks to the vertex, for ease of use, the structure was connected by blood.

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D Greek anthropo (human), geometry (process measure) is the study of the proportions of human body measurements. Plays an important role in industrial design in the apparel design industry, ergonomics, biomechanics and architecture, which employs statistical data on the distribution of body sizes of the population to optimize products.

These dimensions There are two basic types: structural and functional. the structure are those of the head, trunk and limbs in standard positions. While the functional or dynamic include actions taken during the movement made by the body in special activities. By knowing these data are minimum clearances that man needs to function daily, which should be considered in the design of their environment.

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ANTHROPOMETRY AND FORMS BIONIC HAND HUMAN FIGURE

this E n exercise was carried out a study of a joint system biological, such as the hand of man, to try to synthesize this integrity with simple joints that mimic the real movements.

The materials used were:

For laminar flat polypropylene was used in simulation of the skin, its easy management, cost and malleability .

To merge the plans and make the joints were used straws heat sealed in a riveting, mimicking the tendons and carpal bones, and phalanges matacarpos.

The pair of hands is the synthesis not only of bone structure, but of the entire composition of the labor from the skin, bones and joints involved in the external shape and size of the real system.

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P or last was made a model of the human figure, which integrates all systems previously seen. Based on the study of human body measurements we made a 1:1 scale replica with functional joints in layered structure with volume.




















The material chosen for the parts of the body was the polypropylene by easy handling and cost, the joints were used wooden sticks and straws .




















The complexity of this exercise is to create a structure that mimics the actual movements of human beings. For what was to use anthropometry to solve a complex biological system.