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WEEK
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METHOD OF TEACHING
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TOPIC
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SET LEARNING STEPS
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1st
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lecture
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Extended Euclidean
plane. 2nd
degree curves.
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exercise (auditory)
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Construction of the 2nd degree curves (ellipse, hyperbola, parabola).
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test questions
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exercise (constructive)
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Construction of the 2nd degree curves.
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templates for exercises
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2nd
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lecture
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Perspective
collineation and affine transformation.
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exercise (auditory)
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Perspective
collineation and affine transformation.
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test questions
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exercise (constructive)
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Solving practice tasks. 1st examination.
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3rd
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lecture
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Extended
Euclidean space.
Basic
geometrical relationships.
Introduction to
the Monge's method of projections.
Point.
Straight line.
Line segment.
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test questions
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exercise (auditory)
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Point, line segment, straight line,
actual size.
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homework
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exercise (constructive)
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Solving practice tasks.
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practice tasks
additional tasks
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4th
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lecture
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Polyhedra (prisms, pyramids, Platonic
solids).
Curved solids (cones, cylinders, spheres).
Orthogonal projection
of a solid with a base in the plane of projection.
Profile view.
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test questions
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exercise (auditory)
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Orthogonal projection
of a solid with a base in the plane of projection.
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homework
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exercise (constructive)
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Solving practice tasks.
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practice tasks
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5th
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lecture
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Plane. Straight line and point in a plane. Two planes.
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test questions
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exercise (auditory)
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Plane. Straight line and point in
a plane. Two planes.
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homework
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exercise (constructive)
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Solving practice tasks. 2nd examination.
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practice tasks
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6th
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lecture
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Point
of intersection of a line and a plane. Orthogonality.
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test questions
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exercise (auditory)
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Point
of intersection of a line and a plane. Orthogonality.
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homework
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exercise (constructive)
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Solving practice tasks.
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practice tasks 1, 2
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7th
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lecture
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Orthogonal
projection of plane figures. Revolution.
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test questions
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exercise (auditory)
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Orthogonal
projection of plane figures. Revolution.
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homework
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exercise (constructive)
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Solving practice tasks. 1st assignment.
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practice tasks 1, 2
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8th
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lecture
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1st exam (midterm exam)
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exercise (auditory)
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Orthogonal
projection of solids in arbitrary position.
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tangent
of an ellipse
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exercise (constructive)
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Construction of the 1st assignment. |
tasks for the 1st assignment
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9th
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lecture
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Axonometry.
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test questions
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exercise (auditory)
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Introduction to Rhinoceros 4.0
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exercise (constructive)
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Construction of the 1st assignment. 2nd assignment.
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1st assignment-models
tasks for the 2nd assignment
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10th
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lecture
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Solid modelling
supported by Rhino 4.0.
Surfaces.
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test questions
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exercise (auditory)
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Axonometry
projection of a joint of two wooden beams (Rhino).
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exercise (constructive)
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Construction of the 2nd assignment. 3rd assignment
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2nd assignment-additional
tasks
tasks for the 3rd assignment
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11th
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lecture
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Plane intersections of 2nd order cones, 2nd order cylinders and spheres.
Surfaces of revolution.
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test questions
preparation tasks for midterm exam
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exercise (auditory)
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Plane intersections of surfaces (Rhino).
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exercise (constructive)
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Construction of the 3rd assignment. 4th assignment
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3rd assignment-additional
tasks
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12th
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lecture
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Space curves. Intersection curves from cones, cylinders and spheres.
Shells, domes and vaults
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test questions
preparation tasks for midterm exam
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exercise (auditory)
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Intersections of surfaces (Rhino).
Groin
vault.
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tasks for the 4th assignment
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exercise (constructive)
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Construction of the 4th assignment. 5th assignment.
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13th
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lecture
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Elevated projection.
Application of the elevated projection on roads. Ideal
terrain.
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test questions
homework
(examples for exam)
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exercise (auditory)
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Ideal terrain -
horizontal road (Rhino).
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tasks for 5th assignment
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exercise (constructive)
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Construction of the 5th assignment. 6th assignment.
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14th
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lecture
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Ideal terrain -
straight inclined road. Topographic
surfaces.
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exercise (auditory)
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Roads on terrain.(Rhino).
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tasks for 6th assignment
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exercise (constructive)
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Construction of the 6th assignment.
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15th
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lecture
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2nd exam (midterm exam) |
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exercise (auditory)
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Analysis of the achieved results.
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exercise (constructive)
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Correction of the assignments
and exams.
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