PVC Foam Sheets are made from high quality PVC Resins,durability in industrial applications

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Loading Port:
Ningbo
Payment Terms:
TT OR LC
Min Order Qty:
500 kg
Supply Capability:
500000 kg/month

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Product Description:

There are 2 kinds of PVC foam board, one is Common PVC foam board with white surface, the other is called Exclusive PVC foam board with colorful surface.

The PVC foam board is made through foaming and pressing into shape with additive. It is widely used in Sanitaryware, Construction material and Advertising material.

PVC foam board has its characteristics of easily sawed, bonded, nailed, joint and hot moulding.


We are specialized in manufacturing PVC foam board.

Standard Size We Provide

-1220*2440mm,Thickness:1mm-25mm

-1560*3050mm,Thickness:1mm-20mm 

-2050*3050mm,Thickness:1mm-18mm


Features: 

1. Waterproofing. 

2. Fire retardant and self-extinguishing. 

3. Heat preservation. 

4. Sound-insulated. 

5. Insulation. 

6. Non-corrosion. 

7. Non-toxic. 

8. Tough,rigid with the high impact strength. 

9. Stable color retention. 

10. Dampproof.

11. Anti-deformed

 

Applications: 

1. Building outdoor wall board, indoor decoration board, partition board in office and house. 

2. Screen printing, flat solvent printing, engraving, billboard and exhibition display. 

3. Chemical anti corrosion project, special cold project, environmental protection

4. Sanitarywares, kitchen cabinet, washroom cabinet. 


Good performance:

1, plastic coating, membrance-stuck and printing

2, with the usual equipment and tools, it can be processed again.

3, welding and bonding

4, cutting and sawing

5, bending when heated-up, thermal forming

6, hole-drilling, Channeling and die cutting

7, nail, wrest and rivet 


Please tell me the following information and I'll send you the quotation without delay:

1.Color(white,black,grey,red,blue or other)

2.Thickness(1.0mm-33mm)

3.Size(Customized is available)

4.Density(0.35-0.90/m3)

5.Quantity(affecting the delivery time)


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Q:I need directions for building an space shuttle out of PVC pipe and plastic sheeting big enough to sit in?
Your students could probably come up with some great ideas, no matter their age. They will learn more if they design the shuttle. Start them out in groups of 2 or 3 and have them brainstorm ideas (give them the rules for brainstorming). They then select the best ideas and make some simple sketches of how it can work. Them have them bring practice material from home to make a scale prototype. Use the best prototype to create your full size shuttle. Yes - I know this takes more time but they will be developing critical thinking and problem solving skills. Each additional project becomes easier for them as they build their skills. As the teacher you become the facilitator - guiding them through the project. Number1 rule for you is to NEVER NEVER answer their questions. Make them actually think. Ask them, what do you think, where could you look to find the answer, have you tried to ......
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Gee okorder.com/ ...
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Q:Maximum volume of a bag made from a folded sheet of plastic?
I don't know, and this is an approximation. Suppose the center cross-section of the bag (1 meter from each end) inflates to where it is perfectly circular. The diameter of the circle will be (2 m)/pi = 0.6366 m. Near the ends of the bag, the cross-sections parallel to this center cross-section might be very narrow ellipses; and exactly at the ends of the bag, the X-section is 0. Let's suppose the semi-minor axis of each ellipse decreases linearly from 0.3183 m to 0 unifomly as you move along the long axis of the bag. Note that you will not get 1 full meter away from the central X-section, because the section looking sideways at the 2-m seam is a rhombus of perimeter 4m, and its minor diagonal is 0.6366 m. Then the full length of the inflated bag would be 2 sqrt(1^2-0.3183^2) = 1.896 m. So I'm going to assume every cross-section parallel to the circular cross-section is an ellipse, whose semi-minor axis varies linearly from 0.3183m down to zero, and whose semi-major axis varies linearly from 0.3183m up to 0.5m. In particular, taking x=0 to be the coordinate of the circular X-section, I have b = 0.3183 - (0.3183/0.948) x, and a = 0.3183 + (0.1817/0.948) x. The area of each ellipse is pi*a*b, and the volume of the bag is 2 times the integral from x=0 to x=0.948 of pi ab dx = 2*int from x=0 to x=0.948 of pi [0.3183 - (0.3183/0.948)x] [0.3183 + (0.1817/0.948)x ] dx = 2 * int from x=0 to x=0.948 of pi [0.1013 - (0.3183/0.948)(0.1366 x) - 0.06435x^2 ] dx = 2 * int x=0 to x=0.948 of pi [0.1013 - 0.04586 x - 0.06435 x^2] dx After integration you have 2*pi [0.1013x - 0.02293 x^2 - 0.02145 x^3] to be evaluated at x=0 and x=0.948 meters = 2 pi [0.096 - 0.0206 - 0.0183] cubic meters = (6.28)(0.057) = 0.36 cubic meters Another figure for comparison is a prolate ellipsoid whose minor semi-axes are both 0.3183 and whose major semi-axis is something like 0.9; its volume would be pi*a*b*c = 0.29 m^3. So, my first answer probably isn't completely crazy...
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Personally, I only use plastic to keep down weeds during the growing season and cut cross slits to plant through. Instead, I remove the top 2 to 3 inches of soil and discard them (well chopped) in the compost. Then I add soil amendments such as a cheap fertilizer called Milorganite, Bone meal, Sugar, Epsom salt and cream of tartar (a form of Potassium).
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