2. FORMS
It is a temporary boarding, sheating or pan
used to produce
the desired shape and size of concrete.
Forms must be simple and economically
designed in such manner that they are easily
removed and reassembled without damage to
themselves or to the concrete.
3. SELECTION OF FORMS ARE BASED ON
Cost of the Materials
Construction and assembling cost
The number of times it could be used
Strength and resistance to pressure and
tear and wear
9. Construction of forms consist of:
Retaining Board
Supporter or Studs
Braces
Spacer
Tie wire
Bolts and Nails
10. Types of Post and Wall Form
Continuos
Full unit
Layer unit
a) Continuos
b) Sectional
11. Greasing of Forms
Forms are constantly greased before its use.
Crude oil is the most economical and satisfactory materials for this
purpose
PURPOSE:
a) To make the wood waterproof
b) Prevent the adherence of concrete into the pores of the
wood
12. Plywood as Form has the following advantages
It is economical in terms of labor cost.
It is lightweight and handy
It has smooth surface which may not require
plastering
Less consumption of nails
Ease of assembling and disassembling
Available
13. Thickness
4, 6, 12, 20, 25
Standard Commercial Sizes
0.90 x 1.80 meters
1.20 x 2.40 meters
15. Consideration in determining the materials for square and
rectangular column forms
The thickness of the board to be
used.
The size of the frame.
Types of frameworks to be
adopted
a) Continuous rib type
b) Stud type
16. Example No.1
Six concrete posts at 4.00
meters high with a
uniform cross sectional
dimensions of 0.30 X
0.30m. specify the use of
6mm (1/4”) marine
plywood on a 2”X2” wood
frame. List down the
materials required
17. A. Solving for the Plywood
1) Find the lateral perimeter of one column using the formula
P= 2(a+b) +0.20
P= 2(0.30+0.30) +0.20
P=1.40
18. 2) Multiply P by the column height and the number of
columns to find the total area of forms.
Area=1.40 X 4.00 X 6 columns
A= 33.6 sq. m.
3) Divide this area by 2.88, the area of one plywood to get
the number of plywood required.
No. of Plywood : (33.6/2.88) = 11.7 say 12 pcs.
19. B. Solve for the 2”X2” wood frame by direct counting
From Figure 5-2, by direct counting of the frame:
12 pcs. 2”X2”X16’ = 56 bd ft.
1 pcs. 2”X2” X10’= 3.3 bd. ft
________________________
Total = 356 bd ft
20. C. Solving the 2”X 2” frame with the Aid of Table 5-2
1) Refer to Table 5-1. For 2X2 frame under Post 6 mm (1/4”) thick,
multiply the number of plywood found by 29.67.
12 Plywood X 29.67= 356 board foot.
2) Order: 12 pcs.
1.20 X 2.40 (4’X8’) plywood
356 board feet
2”X2” lumber
22. From Figure 5-4, determine the required metal black sheet
form for 8 circular columns 4.00 meters high each with a
uniform cross- sectional diameter of 60 centimetres.
23. Solution:
1)Solve for the circumference of one column
C= 3.1416 X 0.60m. = 1.88 meters
2) Multiply by column height to find the surface area
Area: 1.88 X 4.00 = 7.52 sq. m
3) Find the area of the 8 columns, multiply
Total surface area: 7.52 X 8 = 60.16 sq. m
24. 4) Find the number of sheet required. Refer to Table 5-2.
Using 1.20 X 2.40m. black sheet, multiply:
No. of sheet: 60.16 X 0.347= 21 pcs.
25. 5) Find the number of Vertical Support (ribs) at 15 cm
spacing distance. Refer again to Table 5-2.
Multiply:
Vert. support: 60.16 X 25 = 1, 504 meters
26. 6) Convert to commercial length of steel bars says 6.00
meters long. Divide:
1,504/6.00 =251 pcs. (consult the plan what
kind of steel bars used)
7) Solve for the Circumferential Ties. Again, refer to Table 5-
2.
27. Multiply:
Ties: 60.16 X 9.52 = 572.7 say 573 meters
8) Convert to commercial length of steel bars say
6.00 meters Divide:
573.00/6.00= 95.5 say 96 pcs( consult the
plan what kind of bars used)
29. Ten concrete beams with cross sectional dimensions of 0.30 by 0.60
meter has a uniform clear span of 4.50 meters. Using ¼” 4’X8’
plywood form on 2”X2” lumber frame. List down the materials
required.
30. A. Finding the Plywood Form
1) Find the lateral perimeter of the beam
P=2(d) + b + 0.10
2) Substitute data in the formula:
P=2(0.60) + 0.30 + 0.10=1.60
3) Multiply P by the length and number of beams to get the
area of the forms.
Area: 1.60 X 4.50m. X 10 columns
A=72 sq. m.
4) Divide by 2.88 to get the number of plywood required.
No. of Plywood : 72/2.88 = 25 pcs
31. B. Solving for 2”X2” Wood Frame
1) Refer to Table 5-1. Under column beam using 6mm ¼ “ thick plywood
on 2” X2” frame, multiply:
25 X 25.06=626 bd. ft.
2) Order : 25 pcs. ¼ “ X 4’ X 8’ plywood form
626 board ft. 2” X2” lumber
33. Scaffolding
Scaffolding is a temporary
structure of wooden poles and
planks providing platform for
workers to stand on while erecting
or repairing of building. It is
further defined as temporary
framework for other purposes.
34. Staging
Staging is a more substantial
framework progressively built
up as a tall building rises up.
The term staging is applied
because it is built up in stages
one story at a time.
35. The different parts of scaffolding to consider
are:
Vertical Support
Base of Vertical Support ( as needed)
Horizontal member
Diagonal Braces
Blocks and weighs
Nails or bolts
36. Cost of forms refer to:
Initial cost of materials
Assembling cost
The number of times it could be used
Durability to resist pressure, and tear
and wear
38. A reinforced concrete building has 9 columns with a clear
height of 4.00 meters as shown on figure 5-8. Determined the
required scaffolding under the following specifications: 2” X 3”
Vertical support: 2” X2” Horizontal and Diagonal braces.
39. A. Scaffolding for Columns
1) Find the total length of the 9 columns.
4.00 X 9 columns= 36 meters
2) Refer to Table 5-3. Using 2”X 3” vertical support,
multiply:
36 X 7.00= 252 bd. ft 2”X 3” X 14 ft.
40. 3) Find the horizontal supports. Refer to Table 5-3, using 2”
X 2” lumber, multiply:
36 X 21.00= 756 bd. ft. 2” X 2” lumber
4) Find the diagonal braces. From Table 5-3, multiply:
36 X 11.7= 421 bd. ft. 2” X 2” lumber
41. B. Scaffolding for Beams
1) Find the total length of 6 beams
Length: ( 4.50 X 6) + (4.00 X 6)= 51 meters
2) Refer again to Table 5-3
a) For vertical support using 2” X 3” lumber, multiply:
51 X 6.00 = 306 bd. ft.
b) For horizontal support using 2” X 2” lumber,
multiply
51 X 4.70 = 240 bd. ft.
42. C. Scaffolding for Concrete Slab
1) Find the area of the concrete floor slab
Area= 4.50 X 4.00 X 4 units = 72 sq. m
2) Refer to Table 5-3. Using 2”X 3” support,
multiply:
72 X 9.10= 655 bd. ft.
43. D. Floor Slab Forms
1) Find the floor area:
Area =( 4.50 X 4.00 X 4 units) = 72 sq. m.
2) Divide by 2.88 effective covering of one plywood
72/ 2.88 = 25 pcs. 4’ X 8’ marine plywood
44. Summary of the Materials:
For Columns.................. 252 bd. ft. 2” X 3”
1,177 bd. ft. 2” X 2”
For Beams…………………..306 bd. ft. 2” X 3”
240 bd. ft. 2” X 2”
For Slab……………………….655 bd. ft. 2” X 3”
Floor Slab Form…………..25 4’ X 8’ plywood