Laboratory of Artificial Intelligence for Design
|
creating smarter design tools
The
design of 2D or 3D geometries is involved in one way or another in most
of science, art and engineering activities. Modern design tools are
powerful and boost the
productivity of designers, but they require a lot of training, effort
and time to achieve a good understanding and an efficient exploitation. LAI4D is an R+D project
whose aim is to develop an artificial
intelligence able to understand the
user's ideas regarding spatial imagination. This technology will help
improve the communication between designers and design tools by
emulating human cognitive abilities for interpreting graphic
representations of geometric ideas and other capabilities.
The
implementation has been conceived as a dual web application that
can work as a 3D rendering widget or as a free light 3D CAD tool providing
the adequate environment for the project. This CAD tool incorporates a special design assistant
in charge of extracting conceptual geometries from pictures or sketches
provided by the user as input. Additionally LAI4D tries to
reduce the inherent complexity of professional design tools which,
despite being suitable for experienced users, are almost unreachable
for other people not trained in the usage of CAD systems and only in
need of an occasional use. The selected implementation approach not only
allows the users an easy access to the tool, but is also an excellent
mean to build a community of designers that will provide the
necessary feedback for the system in order to make it bigger and
smarter. Start creating 3D models with the LAI4D designer.
|
FEATURES OF THE FREE WIDGET
 The LAI4D widget is a minimalist 3D viewer and designer for the web all
in one. This widget can be easily embedded in other web pages in the
form of an IFRAME element whose URL indicates the drawing source. The
viewer allows to render and explore 3D drawings in web pages without the
need of plugins even if the device is not WebGL enabled. The designer
is the free drawing tool for the people without the time to learn the usage
of a
professional CAD application and that need results in minutes. It allows
to create 3D drawings by writing the description of the
geometries using a really simple language. As opposed to most modern
applications, direct source edition as plain text takes again relevance
in LAI4D because it is straightforward for occasional and inexperienced
users requiring a minimum learning effort.
At the same time, the created drawings can be shared through the
Internet uploading them to the LAI4D server from the own designer
widget. And if a more advanced usage is
required, a rich command and graphic interface is also available.
Although LAI4D has not been conceived as a
professional CAD tool, it can handle any kind of design since it offers
the following elements:
- Polygonal lines and polyhedrons.
- Spheres, cones and revolved surfaces.
- Curved lines, pipes, organic surfaces and meshes.
- Signals with texts and images.
- Algorithmic shapes.
- Molecular structures.
Additionally LAI4D offers other interesting features such as:
- Lai4dCL which is one of the simplest text based drawing formats, and much more comfortable than XML based formats.
- The inheritance strategy that
allows to easily define an entity or part of an entity from another one.
- The use of sub-drawings logically contained in an entity making the drawing to work much
the same as a navigable tree of folders.
- The possibility of attaching hyperlinks or custom user data to any entity of the drawing.
- The algorithmic generation of entities requiring only
JavaScript knowledge from the user.
- A free online storage service that allows the immediate sharing of the created drawings through the Internet.
- The control of entities, view configuration or behavior options through URL instructions.
- Import and export capabilities to other drawing formats.
- A 3D sketch interpreter able to conceptualize hand-made drawings.
All graphic functions of LAI4D are based on the capabilities of the
canvas HTML element. Although major web browsers are compatible with
WebGL there are still many devices not WebGL enabled so they cannot
benefit from accelerated graphics hardware for rendering 3D geometries.
Fortunately LAI4D is built over the Lai4d Systems' Iquix framework whose
drawing module is able to work both with WebGL and canvas 2D
rendering contexts. Obviously the performance when using canvas 2D is
less than that when using WebGL but, at least, it allows to handle 3D geometries in any device.
LAI4D can be used not only online but also offline.
The LAI4D web page downloaded from the Internet can be saved to a local
drive of the client's machine using the standard "Save as" function of
the web browser normally located in the "File" menu. This will allow the
user to work offline regardless of whether the LAI4D page has been cached or not
by the browser. This is particularly necessary if the user wants to
create a distributable HTML document containing embedded LAI4D drawings
as IFRAME elements that can be displayed both online from the Internet
or offline from the local drive of a computer.
The user interface is structured
in order to allow an easy access to the functions. The most common
functions are grouped at the corners of the viewport while the rest of
functions and configurations are organized in a tree view control.
The detailed functionalities of LAI4D can be found in the reference manual at the documentation section.
|
|
RESEARCH
The design assistant available in the designer widget is an
experimental tool intended to provide a new way of communication between
the user and the design application. Its goal could be explained as the
capability of understanding the user ideas. When the assistant analyzes
a user's input, what it is essentially doing is
trying to understand that input in order to generate a canonical or
formal response ready to be exploited for design purposes. The tool can
be basically used in
two ways:
- Entering a text string in order to be parsed obtaining the
corresponding formal data structure, or in order to find help about a
topic.
- Making a sketch or uploading a picture in order to obtain
the corresponding conceptual geometry after a heuristic interpretation
process.
 The sketch interpreter of the design assistant is the face of the conceptualizer program JAIC. The goal of this program is to "imagine" the conceptual
geometry represented by an imprecise raster image in a probabilistic way
regardless of whether it is a recognizable shape or not.
The sample image shows a set of irregular strokes at the left side, and
it is what it is, a sketch with irregular strokes. Despite their
imprecision, a person could also say that the strokes represent a
box, like the one at the right side. The necessary process to reach to
the conclusion that those irregular strokes are representing a
perspective view of a box is a conceptualization process. While a
box is a well-known shape, the conceptualization can also be extended
to the comprehension of non-recognizable and never-seen-before
geometries when such geometries have some kind of sense.
 JAIC is progressively implementing the necessary knowledge to try to
understand the 2D or 3D
conceptual geometry represented by sketch images under
certain conditions. When the analysis is successful the program
generates the
corresponding canonical geometric
entities offering the possibility of adding them to the drawing.
Although the current capabilities of JAIC are still very limited its
potential is great.
Traditionally humans share complex ideas through
plans, sketches or other graphic means because they are more
efficient for transmitting the huge amount of information needed
to describe such ideas. Unfortunately this strategy does not work so
efficiently when the recipient is a machine since it usually demands the
information in a canonical format. But, what if the machine were able to
understand the user's ideas? That is the way LAI4D is trying to
open by developing JAIC.
This technology is
absolutely experimental and is at a very early stage
of development. A big effort has been done for implementing the first
versions as a client side application offering useful offline
capabilities, but this cannot be a long term strategy due to the limited
power of personal computers. In the future most of its functionality
will run on remote servers better fitted for executing the heavy queries
and brute force algorithms involved in artificial intelligence tasks. See the section "Working with sketches" of the Reference manual for more details.
|
EXAMPLESClick
on the image links to open the samples
in a new window. Some of them may take several seconds to render.
All details about the entities used to
compose these examples can be found in the reference manual at the documentation section.
|
Paper airplane
A very simple geometry representing a paper airplane.
It is composed of a single polynet with 4 faces.
No styles are used so default colors are applied.
|
 |
Face
This example composed of a single "curve" entity representing a human
face
profile demonstrates the versatility of this type of entity. If two
consecutive vertices are equal then the corresponding segment
evaluates to a single point. If two consecutive vertices are equal and
the next two consecutive vertices are also equal then a straight segment
is generated between the two pairs of vertices. Thanks to this the
"curve" entity can represent linear geometries with corners mixing
straight and curved segments.
In this case all the vertices of the curve are placed at the same plane
so it is a 2D geometry, but the "curve" entity also accepts 3D vertices.
If the vertices of a regular hexagon are used as vertices of a closed
"curve" entity, then the obtained geometry looks much like a circle.
|
 |
Pipe
The example is composed of a "pipe" entity. This type of entities are
defined by a profile and a guideline, and both can be either open or
closed. Organic surfaces may
take several seconds to render.
Profiles or guidelines can mix curved and straight segments and can have
corners since they are defined through the same algorithm used for the
"curve" entity. A profile can be defined by a set of 3D points so does not need to be planar.
The profile is assumed to be referenced to the origin {0,0,0} and to the
orientation defined by the Z axis. The surface is built by translating
copies of the profile from the origin (reference point of the profile)
to the points of the guideline and, at the same time, reorienting the
profile copy making the reference Z axis tangent to the guideline.
Extruded surfaces can be generated using a straight segment as guideline.
|
 |
Drone
This design is an example of the use of "patch" entities. There are only
two original surfaces: one patch for the delta wing and other patch for
the air intake. The rest of surfaces are obtained by means of
symmetries from the two previous ones. Note how the border lines of the
patches can be either straight or curved lines. Organic surfaces may
take several seconds to render. Some lines have been used to decorate
the drone.
There is a hidden entity (a tri-axis only used as reference and placed at the zone of the outlet nozzle) with an attached
sub-drawing containing auxiliary entities used during the design.
|
 |
Curve inherited from line
This is an illustrative example of the use of inheritance. Inherited
entities must have a "name" member while heir entities must have an
"inherit" member indicating the name of the entity from which to
inherit. All members of the inherited entity will be "copied" to the
heir entity with the exception of those already present in the heir entity which will be preserved.
The drawing contains a "line" entity whose name is "a" defined by 6 vertices each of which has been assigned a color.
The drawing also contains a "curve" entity whose definition is inherited
from that of the entity named "a", the "line" entity, so it passes
through the same vertices.
Note how the line is open while the curve is closed because the curve has a member "closed" set to a non-zero value.
|
 |
Tetrahedron with signals
This example is composed of a single polynet that incorporates the four
available types of signals. All the signals are anchored to the same
vertex. The polynet has a member "link" (attaches a link) that points to
the drawing itself so, when navigated, the same drawing is opened in a new window.
The dot signal is placed directly over the anchored point. The polygon
signal is used as a leading line joining the vertex and the text. The
text signal has an offset with respect the vertex. The source of the
image signal has been codified in Base64 instead of using its path so it is not an external resource but an internal one.
|
 |
Spiral screw
This is an example of a "revolved" entity. By default this type of entity
builds a surface of revolution with the given profile around the Z
axis, but it can optionally be a screw like surface providing the
"advance" member, as it is done in this example.
Profiles can mix curved and straight segments and can have
corners since they are defined through the same algorithm used for the
"curve" entity. A profile can be defined by a set of 3D points so it does not need to be planar.
In this case the profile curve represents a 3D spiral.
Cones and cylinders can be generated using a straight segment as profile.
Organic surfaces may
take several seconds to render.
|
 |
Home
This example represents a simplified distribution of the walls of a
house. Each wall is composed of a single "face" entity, even those with
windows. The trick to build a face with holes is to consider the borders
of the holes as borders of the face. In theory, the vertices of a face
should be in the same plane but LAI4D does not perform any checking. It
simply projects the vertices and paints the corresponding polygon which
may seem strange if that set of vertices is not well constructed. The
black lines are auxiliary and can be hidden, they are not part of
the faces. One of the walls defines the wall color and the other ones
inherit it. The selected color is semitransparent.
This drawing includes a view definition and a configuration for avoiding the camera inclination.
|
 |
Algorithmic snail
The geometry represents a multicolor snail shell. It is obtained through
a "program" entity that contains the generator
algorithm. The section, the number of revolutions and colors can be
passed as arguments using the member "variable". This "program" entity
has a sub-drawing attached that
contains the definition of the curve used as section. The result of the
algorithm is a single polynet composed of colored
faces. The drawing source is not very long but the execution of the
algorithm can take several seconds.
It is impossible for a CAD system to provide a set of predefined
entities suitable for all imaginable uses. The "program" entity solves
this limitation allowing the generation of geometries according to a customized algorithm.
|
 |
Random city
A "program" entity generates a set of "box" entities that looks like a city.
The user can provide the ground width, the ground length, the maximum
box height and the number of boxes through the "variable" member. The
greater the number of boxes is, the longer the time to render will be.
The algorithm randomly decides box sizes, positions and colors trying
to set greater box heights at the center of the ground area. Each time
the entity is rendered a new distribution is obtained due to the usage
of random functions.
As any other entity, the result of a "program" entity can be converted
into polynets using the corresponding function in the LAI4D designer.
|
 |
Molecule
This drawing is an example of how "molecule" entities can handle a great
number of atoms efficiently from a rendering point of view. It
corresponds to a fantasy molecular structure built from four
dodecahedrons and using four atom types randomly arranged.
The atoms painted by a "molecule" entity are not real spheres but
signals composed of images and circular dots which notably reduces the
graphics load. In LAI4D molecules can also show the atom symbols and each atom can have
either default color and radius or customized ones. The color of the
atom links is also configurable. The background color has been made black in order to obtain a better contrast.
|
 |
Fish
In this case the link opens an HTML page with the LAI4D widget embedded in an IFRAME, instead of showing directly
the widget's page. The parent page defines a background image which can
be seen because the widget is transparent. The model represents a fancy
fish composed of colored patches, spheres, filled curves and
symmetries. Inheritance is also used.
When a linear entity like a "curve" defines the member "fill" with a
non-zero value, it is represented as a face. This strategy is used for
some of the fish's fins.
|
 |
Multi-view device
The link opens an HTML page showing 4 views of a device. The HTML page
contains a table with 4 cells. Each cell contains a LAI4D widget
embedded in an IFRAME with a customized URL.
The URL start-up instructions of all the IFRAME elements point to the
same file which defines the device's model. In return, the different
view configurations used for each widget are passed using the member
"view" of the start-up instructions.
|
 |
Spider
The geometry of this spider has been imported from a .PLY file found at:
http://people.sc.fsu.edu/~jburkardt/data/ply/ply.html (Greg Turk)
Once imported, a color and a curved face effect has been applied.
The currently supported import and export capabilities are covered by the functions under the "File" menu of the LAI4D designer.
|
 |
Trumpet
The geometry of this trumpet has been imported from a .OBJ file found at:
http://people.sc.fsu.edu/~jburkardt/data/obj/obj.html
Once imported, a color and a curved face effect has been applied.
The currently supported import and export capabilities are covered by the functions under the "File" menu of the LAI4D designer. |
 |
Interpolated tetrahedrons
Two similar "program" entities generate artistic representations of tetrahedrons using the function "AppLai4d.GInterpolate".
The algorithms draw lines joining the segments of the tetrahedrons using
simple linear interpolation to get the line points and point colors. One of the
algorithms distribute the lines regularly while the other one makes it randomly.
|
 |
Fractal fantasy 1
A "program" entity that generates a 3D fractal geometry composed of regular tetrahedrons.
In each iteration a new tetrahedron is placed at each free face of the
tetrahedrons created in the previous iteration. The three vertices of
the contact face of a new tetrahedron are obtained by linear
interpolation from each of the three edges of the contact face of the
old tetrahedron. An optional list of colors can be distributed among the resulting vertices.
The number of iterations, the interpolation parameter and the optional
list of colors can be configured through the "variable" member.
This entity is another example of the usage of several functions
provided by the JS object "AppLai4d" for designing algorithmic entities.
|
 |
Fractal fantasy 2
Another example of "program" entity generating a 3D fractal geometry composed of regular tetrahedrons.
In each iteration a new tetrahedron is placed at certain distance of
each vertex of the tetrahedrons created in the previous iteration. The
new tetrahedrons are scaled and rotated. An optional list of colors can
be distributed among the resulting vertices.
The number of iterations, the distance factor, the scale factor, the angle and the optional
list of colors can be configured through the "variable" member.
In this case the functions
provided by the JS object "AppLai4d" have been used in the optimized way
minimizing the number of arrays to be created in each operation.
|
 |
Simple 3D math
This example shows how easy is to obtain the 3D representation of a "z=F(x,y)" function using a "program" entity.
In this case the algorithm returns a "mesh" entity whose "table" member
is convenient for arranging the data generated by this kind of functions.
A set of vertex colors are calculated for artistic purposes.
|
 |
Configurable spindle
The link opens an HTML page showing an IFRAME at the left and a web form
at the right. The form allows to configure several parameters which
define the geometry of a mechanic spindle. The button "REGEN" takes all
parameters and generates a new URL for the IFRAME in order to paint the expected spindle.
The URL start-up instructions of the IFRAME always points to the same file which contains a very
simple "program" entity. Its algorithm needs a set of variables also passed through the start-up instructions. This is a good
example of how the "append" member of the start-up instructions can be
combined with inheritance to get a drawing configurable via URL.
|
 |
Knot mesh
This shape is a "mesh" entity. A mesh is a simple tabulated surface
based on
an array of vertices. Thanks to the optional member "smooth" the surface
can be curve instead of polyhedral. Furthermore the surface can be
defined as closed by the rows or the columns. This entity type is
convenient for building irregular surfaces from arrays of points or
organic surfaces based on frames.
The table of vertices of this example have been extracted from a "pipe"
entity defined by a profile and a guideline. This original pipe entity,
with almost the same geometry, can be found navigating into the children
of the mesh.
|
|
DOCUMENTATION
► Beginner's tutorial: This
tutorial is the recommended introduction for all persons new to LAI4D.
It is intended to teach the basics of design in 20 minutes. It shows
step by step how to create a simple 3D geometry from the idea up to the
publishing of the drawing on the Internet using the easiest tools.
Thanks to this exercise the user will understand the working philosophy
of LAI4D, will be able to generate polyhedral surfaces and polygonal
lines with colors, and will learn to share designs through the free
online sharing service of LAI4D. The created geometry can be inspected in the link: cubicle_sample.
► UI quick help:
This help document summarizes the functions available through the user's interface of the
viewer widget.
► Reference manual:
This document is the most complete guide to the functions of the LAI4D
widget but it is not a tutorial. It is indicated for people willing to
make a more deep usage of the tool. The following topics are covered by
the reference manual:
- Lai4dCL. The language used for describing the source of
LAI4D drawings and other data structures. Syntax, inheritance strategy,
entity model, sub-drawings...
- The standard and the extended entity sets. It explains the
structure and properties of the different entity types available to compose
LAI4D drawings. Polynets, lines, surfaces, transformations, algorithmic entities, molecules, view definitions...
- User interface. This section explains the usage of the functions
available through the LAI4D's UI. View control, file management,
configurable options, edition and query operations, design
assistant...
- Publishing LAI4D drawings. Sharing of drawings, configuring start-up instructions through the URL, offline usage...
- LAI4D architecture. Additional information for achieving a better understanding of the LAI4D functions and limitations.
|
FAQ
 What can I do with LAI4D?
|
LAI4D widgets allow to render, explore and
edit 3D drawings in web pages without the need of plugins. The designs
can contain lines, surfaces, texts, images... The drawing sources can be
edited as plain text using a really intuitive language. Additionally
LAI4D
implements an amazingly simple strategy for generating algorithmic
entities. Furthermore,
the created drawings can be immediately shared through the Internet
uploading them to the LAI4D server from the own widget.
|
|
Where do I start?
|
Visit the documentation section.
There you will find tutorials and reference manuals. The "Beginner's
tutorial" is designed to learn in 20
minutes how to create a basic 3D design
from the idea up to the publishing of the drawing on the Internet.
|
|
Is LAI4D free?
|
Yes. The standard LAI4D widget, both viewer
and designer, can be used for free as is without modifications. It can
even be downloaded and used offline if necessary. The function for
storing drawings in the LAI4D server is also free and no registration is
required.
|
|
Is LAI4D open source?
|
Not currently, although this option is not discarded for the LAI4D project in the future.
|
|
Could the LAI4D widget be customized?
|
Lai4d Systems can customize the LAI4D widget changing aspect, functions and behavior
according to the client requirements. Contact Lai4d Systems for more
information about this possibility.
|
|
Is there any API for exploiting the LAI4D functions programmatically?
|
The LAI4D widget allows the passage
of start-up instructions through the URL, see the "Widget
initialization" section of the Reference manual for more details. Although it is not an API,
LAI4D implements an
entity type called "program" that allows the algorithmic generation of
graphic entities through JavaScript programming. A public JavaScript API could
be released in future versions of LAI4D.
Lai4d Systems can provide
consulting and development services for customizing or integrating the LAI4D
functionality in other software.
|
|
Can the LAI4D widget work with other drawing formats?
|
The currently supported import and export capabilities are covered by the functions under the "File" menu of the LAI4D designer.
|
|
How can I send error reports, suggestions or queries to the LAI4D team?
|
User participation is centralized through the LAI4D's community. Error reports, suggestions or general queries can be posted
there where members of the LAI4D team or other users will reply
a.s.a.p.
|
|
How can I embed a LAI4D drawing in my web page?
|
Once you have a design ready for publishing
you will only need to save it to the free online LAI4D storage service,
and then to insert in your page the right HTML code for the IFRAME
element that will show the drawing. In order to save the design use the
command "Save server file" under the "File" menu. The simplest way to
obtain the IFRAME code is to use the "Share" button at the top-left
corner of the widget. A more detailed explanation can be found in the
section "Publishing LAI4D drawings" of the Reference manual.
|
|
What is a polynet?
|
It is the intrinsic graphic entity of LAI4D. A
polynet defines a set of vertices, a set of faces, a set of lines and
other properties for colors or line widths for example. Any other
type of graphic entity is to be converted into a polynet or a set of
polynets during the interpretation process before it can be rendered.
|
|
How can I include texts and images in a drawing?
|
This is done through “signals” that must be
integrated in a polynet entity. Signals are 2D graphic entities that are
always painted parallel to the projection plane regardless of the
camera orientation. They can be images, texts, circular dots and
polygons. Each signal is anchored to a vertex of the polynet so it has a
3D position.
|
|
Why is so easy to use algorithmic entities?
|
What a "program" entity does is essentially
to execute a JS algorithm that returns a standard LAI4D entity that
can then be rendered in the usual way. The Lai4dCL syntax is so simple that the source of a
LAI4D entity can be immediately represented as a JS array or vice
versa. Thanks to this characteristic the result of the "program" entity
can directly be a JS array instead of a Lai4dCL structure so there is no
need to deal with specific APIs to generate algorithmic entities. This
advantage combined with the fact the LAI4D entities have a very
intuitive format make "program" entities really easy to use.
|
|
How does the LAI4D widget exploit artificial intelligence?
|
The use of AI is centered in the design
assistant. Its sketch interpreter is an experimental tool able to
extract the conceptual 3D geometry represented by the given sketch (hand-drawn or loaded from an image file). The
result can be later edited in the model space as a normal entity.
|
|
Which is the difference between shape recognition and shape conceptualization?
|
A shape recognition process attempts to find a match for the analyzed image (or other input)
within a shape descriptions data base returning as result the found
record if any. However, a shape conceptualization process attempts to
"imagine" the shape represented by the analyzed image regardless of
whether it is a recognizable shape or an abstract one returning the
imagined shape's geometry as result.
|
|
How can I get involved in the project?
|
The easiest way to get involved is to become an expert user in order to participate in the community helping other users, writing tutorials and providing feedback to the LAI4D development team.
|
|
COMMUNITY
The LAI4D community is under development.
In
order to report a bug or to make a suggestion or a question you can contact to the
development team at support@lai4d.com.
Remember that the most common errors and problems are explained in the
corresponding section of the Reference manual.
|
Release notes
|
1.11.20170917
The "mesh" entity type has been improved:
- The new members "closed s" and "closed t" allow to generate the surface closed in any or both of the two directions.
- The new member "table colors" is the convenient way to provide the colors for the set of vertices defining the geometry.
-
The new member "smooth" allows to create organic surfaces with an
accurate control over the points through which the surface must pass.
A new command for creating mesh entities has been implemented.
The command "Align entities" now includes the option to perform a scaling while aligning the entities.
The "Modify vertex" command allows now to modify also "mesh" and "patch" entities.
The WebGL 1.0 extension "OES_element_index_uint" has been enabled to
allow the rendering of geometries with a huge number of vertices.
Fixed problem in the generation algorithm of the "pipe" entity type.
|
1.10.20170701
A new command for creating general revolved entities has been implemented.
A new command for creating extruded surfaces has been implemented.
A new command for creating patch entities has been implemented.
A new command for generating polar array distributions has been implemented.
The on-screen point selection function has been improved.
|
1.9.20170528
A new set of commands for creating circles and arcs has been implemented.
A new set of commands for creating spheres has been implemented.
A new set of commands for creating cylinders and cones has been implemented.
Now the UI allows the on-screen selection of singular points like centers or control points, apart from standard vertices.
The "Modify vertex" command now allows to modify also "curve" entities.
A new function for entering relative coordinates has been implemented.
It allows to define a new point as an offset with respect the previous
entered point.
The new command "Convert to wireframe" allows to obtain the wire representation of the selected entity.
|
1.8.20170430
A new sub-menu "Edition options" has been created to group those general
configurable options applicable to the commands directly involved in the edition and creation of entities.
The auxiliary constructions have been improved with new in-place configurations.
The commands for editing drawing metadata have been improved.
New member "base" added to the "polar" entity type. If provided then the
elements are only translated and not rotated as they are copied to the
destination points of the polar array distribution.
The "Share" function offers a new configurable option to include the
current view definition in the URL start-up instructions. This allows to
share the drawing using the current view definition without modifying
the own drawing source.
Curve's algorithm optimized.
The "Plan view" command has been replaced by the collection of commands "Predefined views".
|
1.7.20170415
The rendering context type indicator button shown in the bottom-right
corner has been replaced by the much more useful "Zoom extent" button.
The "Zoom extent" menu item of the "View control" menu has been removed.
The menu command "Purge browser's storage" has been moved to a button within the "Browser's storage" tool.
The new command "Optimize drawing" merges all the entities of the
drawing into a reduced set of polynets in order to improve
the performance of the widget when using WebGL.
The color picker control has been improved.
|
1.6.20170405
The command "Merge entities" has a new option that allows to decide if the signals must be preserved in the result or not.
Now the design assistant will show the last used command as a suggestion.
The text responses of the design assistant now have a "copy to clipboard" button.
The command "WebGL properties" has been integrated in the command "Browser capabilities".
|
1.5.20170305
Commands for configuring default color for faces and lines in new entities have been implemented.
A new function for pausing a command has been implemented. If used then the current command is paused and the
user can change the camera configuration in the usual way. This function is typically used while selecting points in
the screen that are hidden for the current camera orientation.
New command "Create text signal" for creating polynets with text signals.
|
1.4.20170212
The command "Create polygonal" has been replaced by the command "Create line" for creating 'line' entities.
New command "Create face" for creating 'face' entities.
New command "Create box" for creating 'box' entities.
The "Tree explorer" component is improved by adding a button for
inspecting the parent node, and a button for inserting new nodes before
the current one.
Now the command "Copy entities" can copy the same selection to multiple destination points.
|
1.3.20170129
The "Explode entities" command has been improved including the new
in-place configuration "create 'face' and 'line' entities instead of
polynets".
A new command "Concatenate lines" has been implemented. It is useful for
generating a single line from a group of different connected lines.
The recognition of polyhedrons in the "design assistant" has been improved.
|
1.2.20170101
A progressive zoom function has been implemented for the Zoom-in and
Zoom-out buttons of the top-right corner. The progressive zoom can be
performed applying a long-press event over the buttons. The traditional stepped zoom function is preserved.
Some vector and geometric calculation functions have been added to the JS
object "AppLai4d" in order to enrich and facilitate the development of
algorithmic entities. See the "program" entity section in the Reference manual for more information.
|
1.1.20161204
The command "Merge Entities" allows now to decide whether to merge the vertices or not.
Official file extension for LAI4D drawings is ".L4D".
Implemented import/export capability to ".ply" (point cloud) format.
Implemented import/export capability to ".obj" format.
New member "append" added to the URL start-up instructions. The "append"
member is intended to let the user to modify the drawing source from
the URL before it is interpreted.
Improved user interface for the creation of polygonal entities.
Icon size of on-screen controls increased.
|
1.0.20160624
Initial version. |
|
Subscribe to the LAI4D's newsletter and keep informed of the latest news:
The community is a space intended for
cooperation between LAI4D users and developers. All users participating
in the community are
helping the project in one way or another. To answer questions,
to report a bug, to write a tutorial, to share a useful algorithmic
entity or to discuss an enhancement proposal, all are welcome
contributions. After being evaluated by the LAI4D development team, this
feedback will become into software and documentation improvements. By
participating in this community you also accept the terms and conditions
expressed in the section NOTES.
Remember that the most common errors and problems are explained in the
corresponding section of the Reference manual.
If you simply want to report a bug or to denounce an improper usage of the online
services, you can also contact to the development team at support@lai4d.com.
|
|
Laboratory of Artificial Intelligence for Design
Translate
