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» Assignment for graphic work number 4. Practical and graphic work on drawing. "Drawing of a flat part"

Assignment for graphic work number 4. Practical and graphic work on drawing. "Drawing of a flat part"

  1. a) According to the teacher’s instructions, construct an axonometric projection of one of the parts (Fig. 98). On the axonometric projection, draw images of points A, B and C; label them. b) Answer the questions:

Rice. 98. Tasks for graphic work No. 4

    1. What types of parts are shown in the drawing?
    2. What geometric bodies combine to form each part?
    3. Are there holes in the part? If so, what geometric shape does the hole have?
    4. Find on each of the views all flat surfaces perpendicular to the frontal and then to the horizontal planes of projection.
  1. Based on the visual representation of the parts (Fig. 99), complete the drawing in the required number of views. Draw on all views and mark points A, B and C.

Rice. 99. Tasks for graphic work No. 4

§ 13. The procedure for constructing images in drawings

13.1. A method for constructing images based on analysis of the shape of an object. As you already know, most objects can be represented as a combination of geometric bodies. Investigator, to read and execute drawings you need to know. how these geometric bodies are depicted.

Now that you know how such geometric bodies are depicted in a drawing, and have learned how vertices, edges and faces are projected, it will be easier for you to read drawings of objects.

Figure 100 shows a part of the machine - the counterweight. Let's analyze its shape. What geometric bodies do you know that it can be divided into? To answer this question, remember characteristic features, inherent in the images of these geometric bodies.

Rice. 100. Part projections

In Figure 101, a. one of them is highlighted in blue. What geometric body has such projections?

Projections in the form of rectangles are characteristic of a parallelepiped. Three projections and a visual image of the parallelepiped, highlighted in Figure 101, a in blue, are given in Figure 101, b.

In Figure 101, in gray another geometric body is conditionally selected. What geometric body has such projections?

Rice. 101. Part shape analysis

You encountered such projections when looking at images triangular prism. Three projections and a visual image of the prism, highlighted in gray in Figure 101, c, are given in Figure 101, d. Thus, the counterweight consists of a rectangular parallelepiped and a triangular prism.



But a part has been removed from the parallelepiped, the surface of which is conventionally highlighted in blue in Figure 101, d. What geometric body has such projections?

You encountered projections in the form of a circle and two rectangles when considering images of a cylinder. Consequently, the counterweight contains a hole in the shape of a cylinder, three projections and a visual image of which are given in Figure 101. f.

Analysis of the shape of an object is necessary not only when reading, but also when making drawings. Thus, having determined the shape of which geometric bodies the parts of the counterweight shown in Figure 100 have, it is possible to establish an appropriate sequence for constructing its drawing.

For example, a drawing of a counterweight is built like this:

  1. on all views, a parallelepiped is drawn, which is the basis of the counterweight;
  2. a triangular prism is added to the parallelepiped;
  3. draw an element in the form of a cylinder. In the top and left views it is shown with dashed lines, since the hole is invisible.

Draw the description of a part called a bushing. It consists of a truncated cone and a regular quadrangular prism. total length parts 60 mm. The diameter of one base of the cone is 30 mm, the other is 50 mm. The prism is attached to a larger cone base, which is located in the middle of its base measuring 50X50 mm. The height of the prism is 10 mm. A through cylindrical hole with a diameter of 20 mm is drilled along the axis of the bushing.

13.2. The sequence of constructing views in a detail drawing. Let's consider an example of constructing views of a part - support (Fig. 102).

Rice. 102. Visual representation of the support

Before you start constructing images, you need to clearly imagine the general initial geometric shape of the part (whether it will be a cube, cylinder, parallelepiped, etc.). This form must be kept in mind when constructing views.

The general shape of the object shown in Figure 102 is cuboid. It has rectangular cutouts and a triangular prism cutout. Let's start depicting the part with its general shape - a parallelepiped (Fig. 103, a).

Rice. 103. Sequence of constructing part views

By projecting the parallelepiped onto the planes V, H, W, we obtain rectangles on all three projection planes. On the frontal plane of projections the height and length of the part will be reflected, i.e. dimensions 30 and 34. On the horizontal plane of projections - the width and length of the part, i.e. dimensions 26 and 34. On the profile plane - width and height, i.e. dimensions 26 and 30.

Each dimension of the part is shown without distortion twice: height - on the frontal and profile planes, length - on the frontal and horizontal planes, width - on the horizontal and profile planes of projections. However, you cannot apply the same dimension twice in a drawing.

All constructions will be done first with thin lines. Because the main view and the top view are symmetrical, the axes of symmetry are marked on them.

Now we will show the cutouts on the projections of the parallelepiped (Fig. 103, b). It makes more sense to show them first in the main view. To do this, you need to set aside 12 mm to the left and to the right from the axis of symmetry and draw vertical lines through the resulting points. Then at a distance of 14 mm from top edge details, draw horizontal straight segments.

Let's construct projections of these cutouts on other views. This can be done using communication lines. After this, in the top and left views you need to show the segments that limit the projections of the cutouts.

In conclusion, the images are outlined with the lines established by the standard and the dimensions are applied (Fig. 103, c).

  1. Name the sequence of actions that make up the process of constructing types of an object.
  2. What purpose are projection lines used for?

13.3. Constructing cuts on geometric bodies. Figure 104 shows images of geometric bodies, the shape of which is complicated by various kinds of cutouts.

Rice. 104. Geometric bodies containing cutouts

Parts of this shape are widely used in technology. To draw or read their drawing, you need to imagine the shape of the workpiece from which the part is made, and the shape of the cutout. Let's look at examples.

Example 1. Figure 105 shows a drawing of the gasket. What shape does the removed part have? What was the shape of the workpiece?

Rice. 105. Gasket shape analysis

Having analyzed the drawing of the gasket, we can come to the conclusion that it was obtained as a result of removing the fourth part of the cylinder from a rectangular parallelepiped (blank).

Example 2. Figure 106a shows a drawing of a plug. What is the shape of its blank? What resulted in the shape of the part?

Rice. 106. Constructing projections of a part with a cutout

After analyzing the drawing, we can come to the conclusion that the part is made from a cylindrical blank. There is a cutout in it, the shape of which is clear from Figure 106, b.

How to construct a projection of the cutout in the view on the left?

First, a rectangle is drawn - a view of the cylinder on the left, which is the original shape of the part. Then a projection of the cutout is constructed. Its dimensions are known, therefore, points a", b" and a, b, defining the projections of the cutout, can be considered as given.

The construction of profile projections a, b" of these points is shown by connection lines with arrows (Fig. 106, c).

Having established the shape of the cutout, it is easy to decide which lines in the left view should be outlined with solid thick main lines, which with dashed lines, and which to delete altogether.

  1. Look at the images in Figure 107 and determine what shape the parts are removed from the blanks to obtain parts. Make technical drawings of these parts.

Rice. 107. Exercise tasks

  1. Construct the missing projections of the points, lines and cuts specified by the teacher on the drawings you completed earlier.

13.4. Construction of the third type. Sometimes you will have to complete tasks in which you need to build a third using two existing types.

In Figure 108 you see an image of a block with a cutout. There are two views: front and top. You need to build a view on the left. To do this, you must first imagine the shape of the depicted part.

Rice. 108. Drawing of a block with a cutout

Having compared the views in the drawing, we conclude that the block has the shape of a parallelepiped measuring 10x35x20 mm. A cutout is made in the parallelepiped rectangular shape, its size is 12x12x10 mm.

The view on the left, as we know, is placed at the same height as the main view to the right of it. We draw one horizontal line at the level of the lower base of the parallelepiped, and the other at the level of the upper base (Fig. 109, a). These lines limit the height of the view on the left. Draw a vertical line anywhere between them. It will be the projection of the back face of the block onto the profile projection plane. From it to the right we will set aside a segment equal to 20 mm, i.e. we will limit the width of the bar, and we will draw another vertical line - the projection of the front face (Fig. 109, b).

Rice. 109. Construction of the third projection

Let us now show in the view on the left the cutout in the part. To do this, put a 12 mm segment to the left of the right vertical line, which is the projection of the front edge of the block, and draw another vertical line (Fig. 109, c). After this, we delete all auxiliary construction lines and outline the drawing (Fig. 109, d).

The third projection can be built on the basis of analysis geometric shape subject. Let's look at how this is done. Figure 110a shows two projections of the part. We need to build a third one.

Rice. 110. Construction of the third projection from two data

Judging by these projections, the part is composed of a hexagonal prism, a parallelepiped and a cylinder. Mentally combining them into a single whole, let’s imagine the shape of the part (Fig. 110, c).

We draw an auxiliary straight line in the drawing at an angle of 45° and proceed to construct the third projection. You know what the third projections of a hexagonal prism, parallelepiped and cylinder look like. We draw sequentially the third projection of each of these bodies, using connection lines and axes of symmetry (Fig. 110, b).

Please note that in many cases there is no need to construct a third projection in the drawing, since rational execution of images involves constructing only the necessary (minimum) number of views sufficient to identify the shape of the object. IN in this case constructing a third projection of an object is only an educational task.

  1. Have you read the different ways constructing a third projection of the object. How are they different from each other?
  2. What is the purpose of using a constant line? How is it carried out?
  1. In the drawing of the part (Fig. 111, a) the view on the left is not drawn - it does not show images of a semicircular cutout and rectangular hole. As instructed by the teacher, redraw or transfer the drawing onto tracing paper and complete it with the missing lines. What lines (solid main or dashed) do you use for this purpose? Draw the missing lines also in Figures 111, b, c, d.

Rice. 111. Tasks for drawing missing lines

  1. Redraw or transfer onto tracing paper the data in Figure 112 of the projection and construct profile projections of the parts.

Rice. 112. Exercise tasks

  1. Redraw or transfer onto tracing paper the projections indicated to you in Figure 113 or 114 by your teacher. Construct the missing projections in place of the question marks. Perform technical drawings of parts.

Rice. 113. Exercise tasks

Rice. 114. Exercise tasks

2.1. The concept of ESKD standards. If each engineer or draftsman executed and designed drawings in his own way, without following the same rules, then such drawings would not be understandable to others. To avoid this, the USSR adopted and operates state standards of the Unified System of Design Documentation (ESKD).

ESKD standards are regulations, which establish uniform rules for the execution and execution of design documents in all industries. Design documents include drawings of parts, assembly drawings, diagrams, some text documents etc.

Standards are established not only for design documents, but also for certain types of products manufactured by our enterprises. State standards (GOST) are mandatory for all enterprises and individuals.

Each standard is assigned its own number along with the year of its registration.

The standards are revised from time to time. Changes in standards are associated with the development of industry and the improvement of engineering graphics.

For the first time in our country, standards for drawings were introduced in 1928 under the title “Drawings for all types of mechanical engineering.” Later they were replaced with new ones.

2.2. Formats. The main inscription of the drawing. Drawings and other design documents for industry and construction are performed on sheets of certain sizes.

For economical use of paper, ease of storage and use of drawings, the standard establishes certain sheet formats, which are outlined with a thin line. At school you will use a format whose sides measure 297X210 mm. It is designated A4.

Each drawing must have a frame that limits its field (Fig. 18). The frame lines are solid thick basic ones. They are carried out from above, to the right and below at a distance of 5 mm from the outer frame, made by a continuous thin line along which the sheets are cut. On the left side - at a distance of 20 mm from it. This strip is left for filing drawings.

Rice. 18. Design of A4 sheet

On the drawings, the main inscription is placed in the lower right corner (see Fig. 18). Its shape, size and content are established by the standard. On educational school drawings you will make the main inscription in the form of a rectangle with sides 22X145 mm (Fig. 19, a). A sample of the completed title block is shown in Figure 19, b.

Rice. 19. The main inscription of the educational drawing

Production drawings made on A4 sheets are placed only vertically, and the main inscription on them is only along the short side. On drawings of other formats, the title block can be placed along both the long and short sides.

As an exception, on educational drawings in A4 format, the main inscription is allowed to be placed both along the long and short sides of the sheet.

Before starting the drawing, the sheet is applied to drawing board. To do this, attach it with one button, for example, in the upper left corner. Then a crossbar is placed on the board and the upper edge of the sheet is placed parallel to its edge, as shown in Figure 20. Pressing the sheet of paper to the board, attach it with buttons, first in the lower right corner, and then in the remaining corners.

Rice. 20. Preparing the sheet for work

The frame and columns of the main inscription are made with a solid thick line.

    What are the dimensions of an A4 sheet? At what distance from the outer frame should the drawing frame lines be drawn? Where is the title block placed on the drawing? Name its dimensions. Look at Figure 19 and list what information it contains.

2.3. Lines. When making drawings, lines of various thicknesses and styles are used. Each of them has its own purpose.

Rice. 21. Drawing lines

Figure 21 shows an image of a part called a roller. As you can see, the part drawing contains different lines. In order for the image to be clear to everyone, state standard establishes the drawing of lines and indicates their main purpose for all industrial and construction drawings. In technical and maintenance lessons you have already used various lines. Let's remember them.

In conclusion, the thickness of lines of the same type should be the same for all images in a given drawing.

Information about the drawing lines is given on the first flyleaf.

  1. What is the purpose of a solid thick main line?
  2. Which line is called a dashed line? Where is it used? How thick is this line?
  3. Where is the dash-dotted thin line used in the drawing? What is its thickness?
  4. In what cases is a solid thin line used in a drawing? How thick should it be?
  5. Which line shows the fold line on a development?

In Figure 23 you see an image of the part. Various lines are marked on it with numbers 1,2, etc. Make a table based on this example in your workbook and fill it out.

Rice. 23. Exercise task

Graphic work No. 1

Prepare a sheet of A4 drawing paper. Draw the frame and columns of the main inscription according to the dimensions indicated in Figure 19. Draw various lines, as shown in Figure 24. You can choose another arrangement of groups of lines on the sheet.

Rice. 24. Assignment for graphic work No. 1

The main inscription can be placed both along the short and along the long side of the sheet.

2.4. Drawing fonts. Sizes of letters and numbers of a drawing font. All inscriptions on the drawings must be made in drawing font (Fig. 25). The style of letters and numbers of a drawing font is established by the standard. The standard determines the height and width of letters and numbers, the thickness of stroke lines, the distance between letters, words and lines.

Rice. 25. Inscriptions on drawings

An example of constructing one of the letters in the auxiliary grid is shown in Figure 26.

Rice. 26. Example of letter construction

The font can be either slanted (about 75°) or without slanting.

The standard sets the following font sizes: 1.8 (not recommended, but allowed); 2.5; 3.5; 5; 7; 10; 14; 20; 28; 40. The size (h) of a font is taken to be the value determined by the height of capital letters in millimeters. The height of the letter is measured perpendicular to the base of the line. The lower elements of the letters D, Ts, Shch and the upper element of the letter Y are made due to the spaces between the lines.

The thickness (d) of the font line is determined depending on the height of the font. It is equal to 0.1h;. The width (g) of the letter is chosen to be 0.6h or 6d. The width of the letters A, D, Ж, М, ​​Ф, X, Ц, Ш, Ш, Ъ, ы, У is greater than this value by 1 or 2d (including the lower and upper elements), and the width of the letters Г, 3, С is less by d.

The height of lowercase letters is approximately the same as the height of the next smaller font size. So, the height of lowercase letters of size 10 is 7, size 7 is 5, etc. The upper and lower elements of lowercase letters are made due to the distances between the lines and extend beyond the line in 3d. Most lowercase letters are 5d wide. The width of the letters a, m, c, ъ is 6d, the letters zh, t, f, w, shch, s, yu are 7d, and the letters z, s are 4d.

The distance between letters and numbers in words is taken to be 0.2h or 2d, between words and numbers -0.6h or 6d. The distance between the lower lines of the lines is taken equal to 1.7h or 17d.

The standard also establishes another type of font - type A, narrower than the one just discussed.

The height of letters and numbers in pencil drawings must be at least 3.5 mm.

The layout of the Latin alphabet according to GOST is shown in Figure 27.

Rice. 27. Latin font

How to write in drawing font. It is necessary to draw up drawings with inscriptions carefully. Unclear writing or sloppily written numbers different numbers may be misunderstood when reading the drawing.

To learn how to write beautifully in a drawing font, first draw a grid for each letter (Fig. 28). After mastering the skills of writing letters and numbers, you can only draw the top and bottom lines of the line.

Rice. 28. Examples of making inscriptions in drawing font

The outlines of the letters are outlined with thin lines. After making sure that the letters are written correctly, trace them with a soft pencil.

For the letters G, D, I, Ya, L, M, P, T, X, C, Ш, Ш, you can only draw two auxiliary lines at a distance equal to their height A.

For the letters B, V, E, N. R, U, CH, Ъ, И, ь. Between the two horizontal lines, another one should be added in the middle, but which is filled with their middle elements. And for the letters 3, O, F, Yu, four lines are drawn, where the middle lines indicate the boundaries of the roundings.

To quickly write inscriptions in a drawing font, various stencils are sometimes used. You will fill out the main inscription in 3.5 font, the title of the drawing in 7 or 5 font.

  1. What is the font size?
  2. What is the width of capital letters?
  3. What is the height of size 14 lowercase letters? What is their width?
  1. Complete several inscriptions in your workbook according to the teacher’s instructions. For example, you can write your last name, first name, and home address.
  2. Fill in the main inscription on sheet of graphic work No. 1 with the following text: drew (last name), checked (teacher's last name), school, class, drawing No. 1, title of the work “Lines”.

2.5. How to apply dimensions. To determine the size of the depicted product or any part of it, dimensions are applied to the drawing. Dimensions are divided into linear and angular. Linear dimensions characterize the length, width, thickness, height, diameter or radius of the measured part of the product. Angular size characterizes the size of the angle.

Linear dimensions in the drawings are indicated in millimeters, but the unit of measurement is not indicated. Angular dimensions indicated in degrees, minutes and seconds with the designation of the unit of measurement.

The total number of dimensions in the drawing should be the smallest, but sufficient for the manufacture and control of the product.

The rules for applying dimensions are established by the standard. You already know some of them. Let's remind them.

1. Dimensions in the drawings are indicated by dimensional numbers and dimensional lines. To do this, first draw extension lines perpendicular to the segment, the size of which is indicated (Fig. 29, a). Then, at a distance of at least 10 mm from the contour of the part, draw a dimension line parallel to it. The dimension line is limited on both sides by arrows. What the arrow should be is shown in Figure 29, b. Extension lines extend beyond the ends of the arrows of the dimension line by 1...5 mm. Extension and dimension lines are drawn as a solid thin line. Above the dimension line, closer to its middle, the dimension number is applied.

Rice. 29. Applying linear dimensions

2. If there are several dimension lines parallel to each other in the drawing, then a smaller dimension is applied closer to the image. So, in Figure 29, first dimension 5 is applied, and then 26, so that the extension and dimension lines in the drawing do not intersect. The distance between parallel dimension lines must be at least 7 mm.

3. To indicate the diameter, a special sign is applied in front of the size number - a circle crossed out by a line (Fig. 30). If the dimensional number does not fit inside the circle, it is taken outside the circle, as shown in Figure 30, c and d. The same is done when applying the size of a straight segment (see Figure 29, c).

Rice. 30. Sizing circles

4. To indicate the radius, write the capital Latin letter R in front of the dimension number (Fig. 31, a). The dimension line to indicate the radius is drawn, as a rule, from the center of the arc and ends with an arrow on one side, abutting the point of the arc of the circle.

Rice. 31. Applying dimensions of arcs and angles

5. When indicating the size of an angle, the dimension line is drawn in the form of a circular arc with the center at the vertex of the angle (Fig. 31, b).

6. Before the dimensional number indicating the side of the square element, a “square” sign is applied (Fig. 32). In this case, the height of the sign is equal to the height of the numbers.

Rice. 32. Applying the size of the square

7. If the dimension line is located vertically or obliquely, then the dimension numbers are placed as shown in Figure 29, c; thirty; 31.

8. If a part has several identical elements, then it is recommended to indicate on the drawing the size of only one of them with an indication of the quantity. For example, an entry on the drawing “3 holes. 0 10" means that the part has three identical holes with a diameter of 10 mm.

9. When depicting flat parts in one projection, the thickness of the part is indicated as shown in Figure 29, c. Please note that the dimensional number indicating the thickness of the part is preceded by the Latin small letter 5.

10. It is allowed to indicate the length of the part in a similar way (Fig. 33), but in this case a Latin letter is written before the dimension number l.

Rice. 33. Applying the part length dimension

  1. In what units are linear dimensions expressed in mechanical engineering drawings?
  2. How thick should extension and dimension lines be?
  3. What distance is left between the outline of the image and the dimension lines? between size lines?
  4. How are dimensional numbers applied on inclined dimensional lines?
  5. What signs and letters are placed before the dimensional number when indicating the values ​​of diameters and radii?

Rice. 34. Exercise task

  1. Draw into your workbook, maintaining the proportions, the image of the part given in Figure 34, enlarging it by 2 times. Apply required dimensions, indicate the thickness of the part (it is 4 mm).
  2. Draw circles in your workbook with diameters of 40, 30, 20 and 10 mm. Add their dimensions. Draw circular arcs with radii of 40, 30, 20 and 10 mm and mark the dimensions.

2.6. Scale. In practice, it is necessary to create images of very large parts, for example parts of an airplane, ship, car, and very small ones - parts of a clock mechanism, some instruments, etc. Images of large parts may not fit on sheets of standard format. Small details that are barely visible to the naked eye cannot be drawn in life size available drawing tools. Therefore, when drawing large parts, their image is reduced, and small ones are increased in comparison with the actual dimensions.

Scale is the ratio of the linear dimensions of the image of an object to the actual ones. The scale of images and their designation on drawings sets the standard.

Reduction scale - 1:2; 1:2.5; 1:4; 1:5; 1:10, etc.
Natural size - 1:1.
Magnification scale - 2:1; 2.5:1; 4:1; 5:1; 10:1, etc.

The most desirable scale is 1:1. In this case, when creating an image, there is no need to recalculate the dimensions.

The scales are written as follows: M1:1; M1:2; M5:1, etc. If the scale is indicated on the drawing in a specially designated column of the main inscription, then the letter M is not written before the scale designation.

It should be remembered that, no matter what scale the image is made, the dimensions on the drawing are actual, i.e. those that the part should have in kind (Fig. 35).

The angular dimensions do not change when the image is reduced or enlarged.

  1. What is the scale used for?
  2. What is scale?
  3. What are the magnification scales established by the standard? What scale of reduction do you know?
  4. What do the entries mean: M1:5; M1:1; M10:1?

Rice. 35. Drawing of the gasket, made in various scales

Graphic work No. 2
Flat part drawing

Make drawings of the “Gasket” parts using the existing halves of the images, separated by an axis of symmetry (Fig. 36). Add dimensions, indicate the thickness of the part (5 mm).

Complete the work on an A4 sheet. Image scale 2:1.

Directions for use. Figure 36 shows only half of the image of the part. You need to imagine what the complete part will look like, keeping in mind symmetry, and sketch it on a separate sheet. Then you should proceed to the drawing.

A frame is drawn on an A4 sheet and space is allocated for the main inscription (22X145 mm). The center of the working field of the drawing is determined and the image is constructed from it.

First, draw the axes of symmetry and build a rectangle with thin lines that corresponds to the general shape of the part. After this, images of the rectangular elements of the part are marked.

Rice. 36. Tasks for graphic work No. 2

Having determined the position of the centers of the circle and semicircle, draw them. The dimensions of the elements and the overall, i.e., the largest in length and height, dimensions of the part are indicated, and its thickness is indicated.

Outline the drawing with the lines established by the standard: first - circles, then - horizontal and vertical straight lines. Fill out the title block and check the drawing.

Workbook

Introduction to the Subject of Drawing

History of origin graphic methods pictures and drawing

Drawings in Rus' were made by “draftsmen”, a mention of which can be found in the “Pushkar Order” of Ivan IV.

Other images - drawings, were a bird's eye view of the structure.

At the end of the 12th century. In Russia, large-scale images are introduced and dimensions are indicated. In the 18th century, Russian draftsmen and Tsar Peter I himself made drawings using the method of rectangular projections (the founder of the method is the French mathematician and engineer Gaspard Monge). By order of Peter I, the teaching of drawing was introduced in all technical educational institutions.

The entire history of the development of the drawing is inextricably linked with technical progress. Currently, the drawing has become the main document business communication in science, technology, manufacturing, design, construction.

It is impossible to create and check a machine drawing without knowing the basics of the graphic language. Which you will meet while studying the subject "Drawing"

Types of graphic images

Exercise: label the names of the images.

The concept of GOST standards. Formats. Frame. Drawing lines.

Exercise 1

Graphic work No. 1

"Formats. Frame. Drawing lines"

Examples of work performed

Test tasks to graphic work No. 1



Option #1.

1. What designation according to GOST has a format of size 210x297:

a) A1; b) A2; c) A4?

2. What is the thickness of the dash-dot line if in the drawing the solid main thick line is 0.8 mm:

a) 1mm: b) 0.8 mm: c) 0.3 mm?

______________________________________________________________

Option #2.

Select and underline the correct answers to the questions.

1. Where in the drawing is the main inscription located:

a) in the lower left corner; b) in the lower right corner; c) in the upper right corner?

2. How much should the axial and center lines extend beyond the contour of the image:

a) 3...5 mm; b) 5…10 mm4 c) 10…15 mm?

Option #3.

Select and underline the correct answers to the questions.

1. What arrangement of A4 format is allowed by GOST:

A) vertical; b) horizontal; c) vertical and horizontal?

2. . What is the thickness of a solid thin line if in the drawing the solid main thick line is 1 mm:

a) 0.3 mm: b) 0.8 mm: c) 0.5 mm?

Option number 4.

Select and underline the correct answers to the questions.

1. At what distance from the edges of the sheet is the drawing frame drawn:

a) left, top, right and bottom – 5 mm each; b) left, top and bottom – 10 mm, right – 25 mm; c) left – 20 mm, top, right and bottom – 5 mm each?

2. What type of line are the axial and center lines made in the drawings:

a) a solid thin line; b) dash-dotted line; c) dashed line?

Option #5.

Select and underline the correct answers to the questions.

1. What are the dimensions of the A4 format according to GOST:

a) 297x210 mm; b) 297x420 mm; c) 594x841 mm?

2. Depending on which line the thickness of the drawing lines is selected:

a) dash-dotted line; b) a solid thin line; c) a solid main thick line?

Fonts (GOST 2304-81)



Font types:

Font sizes:

Practical tasks:

Calculations of drawing font parameters

Test tasks

Option #1.

Select and underline the correct answers to the questions.

What value is taken as the font size:

a) the height of a lowercase letter; b) height capital letter; c) the height of the spaces between the lines?

Option #2.

Select and underline the correct answers to the questions.

What is the height of the capital letter of rift No. 5:

a) 10 mm; b) 7 mm; c) 5 mm; d) 3.5 mm?

Option #3.

Select and underline the correct answers to the questions.

What is the height of lowercase letters that have protruding elements? c, d, b, r, f:

a) the height of the capital letter; b) the height of a lowercase letter; c) greater than the height of the capital letter?

Option number 4.

Select and underline the correct answers to the questions.

Are uppercase and lowercase letters different in writing? A, E, T, G, I:

a) differ; b) do not differ; c) differ in spelling individual elements?

Option #5.

Select and underline the correct answers to the questions.

What does the height of the numbers of a drawing font correspond to:

a) the height of a lowercase letter; b) the height of the capital letter; c) half the height of a capital letter?

Graphic work No. 2

"Drawing of a flat part"

Cards - tasks

1 option

Option 2

Option 3

Option 4

Geometric constructions

Dividing a circle into 5 and 10 parts

Dividing a circle into 4 and 8 parts

Dividing a circle into 3, 6 and 12 parts

Dividing a segment into 9 parts

Fixing the material

Practical work:

Based on these types, build a third one. Scale 1:1

Option #1

Option No. 2

Option #3

Option No. 4

Fixing the material

Write your answers in your workbook:

Option #1

Option No. 2

Practical work No. 3

"Modeling from a drawing."

Directions for use

To make a cardboard model, first cut out its blank. Determine the dimensions of the workpiece from the image of the part (Fig. 58). Mark (outline) the cutouts. Cut them along the outlined contour. Remove the cut out parts and bend the model according to the drawing. To prevent the cardboard from straightening after bending, draw a line at the bending point. outside lines with some sharp object.

The wire for modeling must be soft and of arbitrary length (10 – 20 mm).

Fixing the material

Option No. 1 Option No. 2

Fixing the material

In your workbook, draw a drawing of the part in 3 views. Apply dimensions.

Option No. 3 Option No. 4

Fixing the material

Working with cards

Fixing the material

Using colored pencils, complete the task on the card.

Amount (increase)

Clipping

Reinforcement task

Oval -

Algorithm for constructing an oval

1. Construct an isometric projection of a square - rhombus ABCD

2. Let us denote the points of intersection of the circle and the square 1 2 3 4

3. From the top of the rhombus (D) draw a straight line to point 4 (3). We obtain segment D4, which will be equal to the radius of the arc R.

4. Let's draw an arc that will connect points 3 and 4.

5. At the intersection of segment B2 and AC, we obtain point O1.

When the segment D4 and AC intersect, we obtain point O2.

6. From the resulting centers O1 and O2 we will draw arcs R1 that will connect points 2 and 3, 4 and 1.

Fixing the material

Complete a technical drawing of the part, two views of which are shown in Fig. 62

Graphic work No. 9

Part sketch and technical drawing

1. What is called sketch?

Fixing the material

Exercise tasks

Practical work No. 7

"Reading Blueprints"

Graphic dictation

“Drawing and technical drawing of a part based on a verbal description”

Option #1

Frame is a combination of two parallelepipeds, of which the smaller one is placed with a larger base in the center of the upper base of the other parallelepiped. A through stepped hole runs vertically through the centers of the parallelepipeds.

The total height of the part is 30 mm.

The height of the lower parallelepiped is 10 mm, length 70 mm, width 50 mm.

The second parallelepiped has a length of 50 mm and a width of 40 mm.

The diameter of the bottom step of the hole is 35 mm, height 10 mm; diameter of the second stage is 20 mm.

Note:

Option No. 2

Support is a rectangular parallelepiped, to the left (smallest) face of which is attached a half-cylinder, which has a common lower base with the parallelepiped. In the center of the upper (largest) face of the parallelepiped, along its long side, there is a prismatic groove. At the base of the part there is a through hole of a prismatic shape. Its axis coincides in the top view with the axis of the groove.

The height of the parallelepiped is 30 mm, length 65 mm, width 40 mm.

Half-cylinder height 15 mm, base R 20 mm.

The width of the prismatic groove is 20 mm, the depth is 15 mm.

Hole width 10 mm, length 60 mm. The hole is located at a distance of 15 mm from the right edge of the support.

Note: When drawing dimensions, consider the part as a whole.

Option No. 3

Frame is a combination of a square prism and a truncated cone, which stands with its large base in the center of the upper base of the prism. A through stepped hole runs along the axis of the cone.

The total height of the part is 65 mm.

The height of the prism is 15 mm, the size of the sides of the base is 70x70 mm.

The height of the cone is 50 mm, the lower base is Ǿ 50 mm, the upper base is Ǿ 30 mm.

The diameter of the lower part of the hole is 25 mm, height 40 mm.

The diameter of the upper part of the hole is 15 mm.

Note: When drawing dimensions, consider the part as a whole.

Option No. 4

Sleeve is a combination of two cylinders with a stepped through hole that runs along the axis of the part.

The total height of the part is 60 mm.

The height of the lower cylinder is 15 mm, the base is Ǿ 70 mm.

The base of the second cylinder is Ǿ 45 mm.

Bottom hole Ǿ 50 mm, height 8 mm.

Top part holes Ǿ 30 mm.

Note: When drawing dimensions, consider the part as a whole.

Option No. 5

Base is a parallelepiped. In the center of the upper (largest) face of the parallelepiped, along its long side, there is a prismatic groove. There are two through cylindrical holes in the groove. The centers of the holes are spaced from the ends of the part at a distance of 25 mm.

The height of the parallelepiped is 30 mm, length 100 mm, width 50 mm.

Groove depth 15 mm, width 30 mm.

Hole diameters are 20 mm.

Note: When drawing dimensions, consider the part as a whole.

Option No. 6

Frame It is a cube, along the vertical axis of which there is a through hole: semi-conical at the top, and then turning into a stepped cylindrical one.

Cube edge 60 mm.

The depth of the semi-conical hole is 35 mm, the upper base is 40 mm, the bottom is 20 mm.

The height of the bottom step of the hole is 20 mm, the base is 50 mm. The diameter of the middle part of the hole is 20 mm.

Note: When drawing dimensions, consider the part as a whole.

Option No. 7

Support is a combination of a parallelepiped and a truncated cone. The cone with its large base is placed in the center of the upper base of the parallelepiped. In the center of the smaller side faces of the parallelepiped there are two prismatic cutouts. A through hole of cylindrical shape Ǿ 15 mm is drilled along the axis of the cone.

The total height of the part is 60 mm.

The height of the parallelepiped is 15 mm, length 90 mm, width 55 mm.

The diameters of the cone bases are 40 mm (lower) and 30 mm (upper).

The length of the prismatic cutout is 20 mm, width 10 mm.

Note: When drawing dimensions, consider the part as a whole.

Option No. 8

Frame is a hollow rectangular parallelepiped. In the center of the upper and lower base of the body there are two conical tides. A through hole of cylindrical shape Ǿ 10 mm passes through the centers of the tides.

The total height of the part is 59 mm.

The height of the parallelepiped is 45 mm, length 90 mm, width 40 mm. The thickness of the walls of the parallelepiped is 10 mm.

The height of the cones is 7 mm, the base is Ǿ 30 mm and Ǿ 20 mm.

Note: When drawing dimensions, consider the part as a whole.

Option No. 9

Support is a combination of two cylinders with one common axis. A through hole runs along the axis: at the top it is prismatic in shape with a square base, and then cylindrical in shape.

The total height of the part is 50 mm.

The height of the lower cylinder is 10 mm, the base is Ǿ 70 mm. The diameter of the base of the second cylinder is 30 mm.

The height of the cylindrical hole is 25 mm, the base is Ǿ 24 mm.

The base side of the prismatic hole is 10 mm.

Note: When drawing dimensions, consider the part as a whole.

Test

Graphic work No. 11

“Drawing and visual representation of the part”

Using the axonometric projection, construct a drawing of the part in the required number of views on a scale of 1:1. Add dimensions.

Graphic work No. 10

“Sketch of a part with design elements”

Draw a drawing of a part from which parts have been removed according to the markings applied. The projection direction for constructing the main view is indicated by an arrow.

Graphic work No. 8

“Drawing of a part with transformation of its shape”

General concept to transform the form. Relationship between drawing and markings

Graphic work

Making a drawing of an object in three views with transforming its shape (by removing part of the object)

Complete the technical drawing of the part, making, instead of the protrusions marked with arrows, notches of the same shape and size in the same place.


Assignment for logical thinking

Topic “Design of drawings”

Crossword "Projection"

1.The point from which the projecting rays emanate during central projection.

2. What is obtained as a result of modeling.

3. Cube face.

4. The image obtained during projection.

5. In this axonometric projection, the axes are located at an angle of 120° to each other.

6. In Greek, this word means “double dimension.”

7. Side view of a person or object.

8. Curve, isometric projection of a circle.

9. The image on the profile projection plane is a view...

Rebus on the topic “View”

Rebus

Crossword "Axonometry"

Vertically:

1. Translated from French"front view".

2. The concept in drawing of what the projection of a point or object is obtained on.

3. The boundary between the halves of a symmetrical part in the drawing.

4. Geometric body.

5. Drawing tool.

6. Translated from Latin, “throw, throw forward.”

7. Geometric body.

8. The science of graphic images.

9. Unit of measurement.

10. Translated from Greek language"double dimension".

11. Translated from French as “side view”.

12. In the drawing, “she” can be thick, thin, wavy, etc.

Technical Dictionary drawing

Term Definition of a term or concept
Axonometry
Algorithm
Analysis of the geometric shape of an object
Boss
Shoulder
Shaft
Vertex
View
Main view
Additional view
Local view
Screw
Sleeve
Dimensions
screw
Fillet
Geometric body
Horizontal
Ready room
Edge
Dividing a circle
Division of a segment
Diameter
ESKD
Drawing tools
Tracing paper
Pencil
Drawing Layout
Construction
Circuit
Cone
Pattern curves
Circular curves
Pattern
Rulers
Line - leader
Extension line
Transition line
Dimensional line
Solid line
Dashed line
Dashed line
Lyska
Scale
Monge method
Polyhedron
Polygon
Modeling
Main inscription
Applying dimensions
Drawing outline
Break
Oval
Ovoid
Circle
Circle in axonometric projection
Ornament
Axonometric axes
Axis of rotation
Projection axis
Axis of symmetry
Hole
Groove
Keyway
Parallelepiped
Pyramid
Projection plane
Prism
Axonometric projections
Projection
Isometric rectangular projection
Frontal dimetric oblique projection
Projection
Groove
Scan
Size
Overall dimensions
Structural dimensions
Coordinating sizes
Part element dimensions
Gap
Drawing frame
Edge
Technical drawing
Symmetry
Pairing
Standard
Standardization
Arrows
Scheme
Thor
Mating point
Protractor
Squares
Simplifications and conventions
Chamfer
Drawing formats
Frontal
Projection center
Pairing Center
Cylinder
Compass
Drawing
Working drawing
Drawing
Dimensional number
Reading the drawing
Washer
Ball
Slot
Engraving
Font
Hatching Hatching in axonometry
Ellipse
Sketch

Workbook

Practical and graphic works by drawing

The notebook was developed by the teacher highest category drawing and fine art Nesterova Anna Aleksandrovna teacher of MBOU "Secondary School No. 1 of Lensk"

Introduction to the Subject of Drawing
Materials, accessories, drawing tools.

Task “Complicated cuts”

Special purpose

1. Study of the rules for making cuts in orthogonal projections established in accordance with GOST 2.305-68 (clause 3, clause 4).

2. Consolidation of skills in constructing sections of a surface using a plane.

The task is completed in A3 format.

Make complex cuts on the sheet as required by the assignment. When making a step cut, it is necessary to redraw two views, then replacing one of them with a step cut. Apply dimensions. When making a broken cut, it is also necessary to redraw two views, then replace one of them with a broken cut and apply the dimensions. The recommended construction scale is 1:1.

Instructions for completing the task

1. Section of a surface by a plane.

2. Sections and sections, GOST 2.305-68 (clause 3, clause 4).

3. Rules for drawing dimensions on drawings, GOST 2. 307-68.


In accordance with the examples of completing the task given in Fig. 2.2 and the initial data, complete your version of the task in thin lines. For each task option (from 1 to 30), the number of which is indicated in the upper left corner of the page, the initial data is given: for a stepped cut, for a broken cut. After each drawing is reviewed by the instructor, the drawings must be completed using standard line types. Fill in the title block, task title and scale.

Execution order

  • build two types of parts on A3 format Frame (from the assignment);
  • build a left view;
  • based on the given position of the cutting planes, construct a stepped section in place of the front view;
  • according to the given position of the cutting planes, construct a stepped section in place of the view on the left;
  • fill out the title block.

Let's look at how to complete this task using the example shown in Figure 2.1.

In Figure 2.2. For clarity, a three-dimensional model of the task detail is presented.

Figure 2.1 – Example of a task

Figure 2.2 – Example of a task. 3D model

  1. Study the design of the part:
  • the base of the part is a part of a cylinder with a diameter of 140 mm with cutouts;
  • in the central part there is a hexagonal prism with a through hole.
  1. The main image is a complex section, the cutting planes of which pass through the internal structural elements details.

Since the cut stepped, then to construct it it is necessary to mentally cut the part with two indicated planes (section A–A of the task, Figure 2.1 and 2.3) and combine them by parallel transfer into one.

After that, project onto a projection plane parallel to the cutting planes (Figure 2.4).

Figure 2.3 – Section A–A of the part model

Figure 2.4 – Section A–A on the detail drawing

  1. In place of the view on the left, make a stepped cut B–B (Figure 2.5, 2.6). Since the position of the cutting planes is indicated in the top view, the result of the B–B section will be rotated by 90°. When placing the section in the place of the view on the left, above the image it is necessary to indicate the “rotated” sign – .

Figure 2.5 – Section B–B of the part model

Figure 2.6 – Section B–B on the detail drawing

  1. Draw the center lines. Apply dimensions according to GOST 2.307-68.

Don't forget about the size grouping rule!

An example of this task is shown in Figure 2.7.

2.3 Example implementation

Figure 2.7 – Execution example test work No. 3 “Construction of a stepped section”

Broken cut

  • build two types of parts in A3 format Frame (from the assignment);
  • based on the given position of the cutting planes, construct a broken section in place of the front view;
  • build, if necessary, a view on the left;
  • apply dimensions according to the rules for applying dimensions (GOST 2.307-2011);
  • fill out the title block.

Let's look at the implementation of this task using the example shown in Figure 3.1.

In Figure 3.2. For clarity, a three-dimensional model of the task detail is presented.

Figure 3.1 – Example of a task

Figure 3.2 – Example of a task. 3D model

  1. Study the design of the part:
  • the base of the part is a cylinder segment with a radius of 95 mm with cutouts;
  • in the central part there is a cylinder with a diameter of 44 mm with a through hole.
  1. The main image is a complex section, the cutting planes of which pass through all the internal structural elements of the part.

Exercise

Graphic work is performed on a sheet of graph paper or squared paper in A4 or A3 format according to a full-scale sample issued by the teacher. Code in the main inscription: D.IG.–– 01/05/07, where D.IG. – design, engineering graphics; 05 - work number, 01 - option number, 07 - sheet number (after the title page).

An example of completing the task is given in Figure 41.

2. Determine the number of images (views, sections, sections, callouts, taking into account that their number should be minimal, but giving a complete picture of this detail).

3. Select the appropriate area on a sheet of paper for each image (remembering that the area occupied by the images must be at least ¾ of the drawing field).

4. Construct images in thin lines.

5.Draw extension and dimension lines.

6.Measure the part.

7. Enter the required dimensions.

8. Fill out the main inscription and complete all other inscriptions on the drawing. When filling out the title block, you must indicate what material the part is made of. Designations of materials according to GOST in Appendix G.

9. Trace the visible contour lines.

Figure 41 – Sample of work No. 5.

2.4 Graphic work No. 6 “Gear wheel”

Exercise

Graphic work is performed on an A4 sheet of paper according to a full-scale sample issued by the teacher. When performing work, comply with the requirements of GOST 2.403-75 “Rules for the execution of drawings of cylindrical gears.” Code in the main inscription: D.IG.–– 06.01.08, where D.IG. – design, engineering graphics; 06 - work number, 01 - option number, 08 - sheet number (after the title page).

1. Guided by GOST 2.305-68, you need to independently choose the drawing format.

2. Determine the number of images (a full frontal section and in place of the view on the left, only an image of the hole for the shaft with a keyway).

3. Measure the part.

4. Calculate the gear parameters.

5. Select the appropriate area on a sheet of paper for each image (remembering that the area occupied by the images must be at least ¾ of the drawing field).

6. Construct images in thin lines.

7. Apply extension and dimension lines.

8. Enter the required dimensions.

9. Fill out the main inscription according to Form 1 (Appendix B) and complete all other inscriptions on the drawing;

10. Trace the visible contour lines.

In Fig. Figure 42 shows an example of a working drawing of a cylindrical gear. The table of parameters is abbreviated for educational purposes.

The table contains the following data:

    module m;

    number of teeth z;

    diameter of the pitch circle.

Figure 42- Example of performing graphic work “Sketch of a gear”

2.5 Graphic work No. 7 “Detailing an assembly drawing.”

Exercise

A sample of the work is presented in Figure 43. Each version of the task consists of an assembly drawing, a specification for it, a description of the assembly unit and the name of the part included in the assembly unit for which the working drawing must be completed. Take the image of the assembly drawing for your version from Appendix E.

The task requires: make a working drawing of the specified part (sheet A3 or A4), put down dimensions, make the frontal dimetry of the part (A3 or A4). Code in the main inscription: D.IG.–– 07. 01. 09. 005, where D.IG. – design, engineering graphics; 07 - work number, 01 - option number, 09 - sheet number (after the title page), 005 - part number according to the specification.

Instructions for performing the work

1. Reading the description of the product shown and the drawing, establish the purpose, structure and principle of operation of the product, the types of connections used, understand the interaction of parts, determine the order of assembly and disassembly of the product. Imagine the shape of the part whose drawing is to be completed.

2. Select the number of images (views, sections, sections) of the part. The main image - on the frontal projection plane - should give the most complete idea of ​​the shape and size of the depicted object.

3. Find out from the main inscription the scale of the depicted assembly unit. Drawings reproduced for educational purposes may not be on a nominal scale.

4. Select a scale for the part being drawn. Small details are usually drawn larger, on a magnification scale. At the same time, keep in mind that you need to leave approximately the same amount of space on the dimension lines as the images occupy.

5. Determine the required number of images of the parts being performed, outline the main view and the necessary sections. The location of images of these parts on working drawings should not necessarily be the same as on the assembly drawing. All views, sections, sections and other images are made in accordance with GOST 2.305 - 68. Remember that the assembly drawing provides for some simplifications; elements such as chamfers and grooves are not shown on it. They must be shown on the working drawing. Take the dimensions of the grooves from Appendix E. For very small parts of the part that require explanation, it is necessary to make an extension element.

6. Draw the required drawing using thin lines.

7. Apply dimensions.

8. Carefully review the completed drawing and carefully trace the lines of the visible contour with a thickness of 0.8 to 1.0 mm; invisible contour lines with a thickness of 0.4 to 0.5 mm; axial, remote, dimensional - from 0.2 to 0.3 mm (GOST 2.303-68).

9. Fill in the main inscription in drawing font according to Form 1 (Appendix B).

Figure 43 – Sample of work No. 7