In a Computer Aided Design program there are four views you can use to see how advanced a design is. These are Front, Left side, Top and the three dimensional or finished view
Such a person would have to meet three requirements: 1) Publishes articles in peer reviewed scientific journals. 2) Religious or not, he/she doesn't concern him/herself with creationism. 3) Objects to evolution. I know of people who publish scientific articles and aren't religious/creationists - but they don't object to evolution. I know of people who publish scientific articles and object to evolution (though not simultaneously) - but they are creationists. I know of people who object to evolution but are not creationists - however they don't publish. I know of no people who meet all three criteria.
Cones
airplanes are not scientific views, and certainly not scientific views.
one who views man as the central element or purpose of the universe; one who views reality solely in terms of human experience
to explain to the people what they found out and that person only.
There are a few ways that make drawing three dimensional objects easier and with different views. Drawing the top, front and side of an object with show different views.
In isometric drawing, the three views of projection are typically the top view, front view, and side view. These views represent a three-dimensional object on a two-dimensional plane while maintaining scale along the axes, allowing for a clear understanding of the object's dimensions and spatial relationships. Isometric drawings specifically use 30-degree angles to depict the axes, resulting in a visually coherent representation that preserves proportions. This method is particularly useful in technical and engineering contexts for visualizing complex shapes.
the importance of Orthographic drawing is a basic understanding of presentation drawing, wherin 3 main views of an object are presented in correct dimension of the height, width and depth.
Auxiliary views utilize an additional projection plane other than the common planes in a multiview. Since the features of an object need to show the true shape and size of the object, the projection plane must be parallel to the object surface. Therefore, any surface that is not in line with the three major axis needs its own projection plane to show the features correctly.
Basically its just where you position the views of the main object, in first angle projection, if you view the object from the left, the view is drawn to the right of the object, in third angle projection, its drawn on the viewing side.
Graphic representation of two dimensional views of an object, showing a plan, vertical elevations, and/or a section.
Three views are used to represent an object—typically the front, top, and side views—to provide a comprehensive understanding of its dimensions and shape. This orthographic projection allows for precise measurements and details in engineering and design, ensuring clarity and accuracy. By viewing the object from multiple angles, any potential design flaws can be identified, facilitating better communication among stakeholders. Overall, these views help in visualizing the object in a 3D space while maintaining a 2D representation.
Auxiliary projection is commonly used in engineering and technical drawings to show multiple views of an object on a single plane. It is particularly useful for showing additional details that are not easily visible in the standard orthographic views. This technique helps to provide a more comprehensive understanding of the object's shape and dimensions.
a multiview drawing contains the top view, side view, and front view of an object. It also contains the isometric projection of the object.
First angle projection is the one in which the object is placed in the first quadrant and views are projected on the planes. Refer this link for illustration and symbol http://www.technologystudent.com/designpro/ortho1.htm
Architectural and mechanical plans typically use a combination of orthographic projection and isometric perspective. Orthographic projection presents multiple views of an object, such as top, front, and side views, without distortion, allowing precise measurements. Isometric perspective, on the other hand, provides a three-dimensional representation while maintaining the scale of the object, making it easier to visualize complex structures. These techniques ensure clarity and accuracy in the design and construction process.
First angle projection places the object between the observer and the plane of projection, meaning the top view is below the front view, and the right side view is on the left side of the front view. In contrast, third angle projection positions the object behind the projection plane, resulting in the top view being above the front view and the right side view appearing on the right side of the front view. To interpret these drawings, one should remember the placement of views relative to each other based on the projection method used. Familiarity with these conventions helps in accurately visualizing the three-dimensional object from its two-dimensional representations.