Universal compass intelligent drawing template
A compass and intellectual technology, applied in the field of drawing tools, can solve the problems of repeated circle drawing, easy misalignment, puncture, etc., and achieve the effect of simple structure, small size and convenient use
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example 1
[0028] Example 1 draws a circle: there are some small circular holes in the compass area (16) in the circular movable template (2), which are arranged in four rows and are distributed at different distances from the center of the circle. Insert the circle with a pencil or a pen or other pens. Drive the circular movable template (2) in the hole to turn one or more circles to draw a circle or circles with different diameters, such as circles with a diameter of 10 mm, 11 mm, 12 mm and n mm, and circles with a diameter less than 10 mm Draw with fixed round hole (24).
example 2
[0029] Example 2 draws a triangle: a straight line (17), a straight line (18), a straight line (19) and a straight line (20) are arranged in the circular movable template (2), and one end of the straight line (20) is the center of circle, and the other end is connected to the projection (10) The arrows (14) on the top form a straight line, such as drawing an arbitrary right-angled triangle, first rotate the circular movable template (2) with the arrow (14) on the scale 90 degrees corresponding to the 360-degree scale (5) of the circumference, on the straight line (17) Draw an adjacent sideline, one end of the adjacent sideline is on the center line, rotate the circular movable template (2) on the scale 180 degrees of the arrow (14) corresponding to the circumference 360 degree scale (5), draw the opposite sideline with a straight line (20), Rotate the circular movable template (2) again and draw the hypotenuse line with the straight line (20).
example 3
[0030] Example 3 to draw a triangle: If the length of the adjacent side and the angle between the adjacent side and the hypotenuse are known, first draw the opposite side line with a straight line (20), and then the arrow (14) corresponds to the angle required by the 360-degree scale (5) of the circumference On the scale, use straight line (20) to draw hypotenuse line, finally get final product with straight line (17) or upper scale (6) to draw adjacent side line, can draw each the desired triangle.
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