plying pre-Dispersed Polymer Bound Accelerator TBBS(NS)
- Loading Port:
- China main port
- Payment Terms:
- TT OR LC
- Min Order Qty:
- 10 m.t.
- Supply Capability:
- 100000 m.t./month
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OKorder Financial Service
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Specification of Accelerator:
The thermoplastic, excellent compatible EPDM/EVA binder which is combined with active dispersing promoters allows much more easily and quickly incorporation and excellent dispersion in the rubber mixing. In this way, optimal activity of the effective MBTS is assured.
TBBS-80 Pre-Dispersed Polymer Bound Accelerator | ||
Product Description | Appearance | Beige granules |
Composition | 80% N-tertbutyl-2-benzothiazole sulfenamide, 20% EPDM/EVA binder and dispersing agents | |
Density | Approx. 1.3 (20℃, g/cm³) | |
Mooney Viscosity | 40+/-10 ML(1+4)50℃ | |
Application Specification | Usage | Basic accelerator for sulfur-cured diene rubbers, e.g. EPDM, NR, BR, SBR, especially for tire and anti-vibration applications. |
Dosage | 0.2 – 1.5phr | |
Package | 20kgs net in a high strength carton and inner high strength PE film bag | |
Storage | In original closed containers under room temperature and dry conditions max.1 year. Avoiding exposure of product to direct sunlight. | |
Attention: Add with other master batches of Trustone. Please consult MSDS for additional handling information. The application should be changed according to practical situation of different industries. |
The Main Features of Accelerator:
1. No environmental pressure
2. All our products are produced by acid-alkali method and of high quality ( high purity,high technical standards).
3.Supply many factories for year , output steady
The Images of Accelerator:
FAQ:
Q: Can you provide free samples?
A: Yes, free samples will be sent to you on freight at destination.
Q: Can I get your latest catalogue?
A: Yes, it will be sent to you in no time.
Q: What is the MOQ?
A: 5 tons
Q: What are your payment terms?
A: We accept L/C,T/T, West Union,etc.
- Q:Explain why the additive inverse of -3 + x is 3 - x.
- Because (-3 + x) + (3 - x) -3 + 3 + x - x and each pair cancels to become 0.
- Q:Which friends know where the year of the month by the start of food additives or fragrance spices please tell me what I really can not find Thank you
- FIC 2009 (March 25-27, 2009, OKorder Everbright Convention & Exhibition Center, OKorder World Trade Center, OKorder International Exhibition Center, held at the same time held in the third session of the International Food Additives and Ingredients Exhibition (Food Ingredients China 2009)
- Q:I have a 5.4 liter v8 ford 4x4 08 model
- Chevron Techron is very good but 3M-Total Fuel System Cleaner is a little stronger and better. NAPA and Carquest has it. There is 16 oz. in a 3-M bottle to be dumped in a tank with little or no gas. Fill the tank with 13-14 gallons of fuel and plan on an extended highway jaunt to get the best cleaning effect. Seafoam is a joke!
- Q:Consider ? and ? as additive groups, the latter being a subgroup of the former. Prove ?/? ? (s)^1 { a+bi ∈ ? a? + b? 1} (Hint use the morphism f: ?→ s^1 x (maps to) e^ 2πix
- Let's first consider what the two groups look like. The group R/Z is an additive group, with cosets looking like r+Z, where r is in [0,1). Addition is like addition in the reals, modulo 1. You can and probably should prove that statement, by showing that if a+bc mod 1 then (a+Z) + (b+Z) (c+Z) in R/Z, and that this doesn't depend on the choice of a, b or z, so that each can be taken to be in [0,1). That's just the usual expression of numbers mod n as equivalence classes with the standard term used to express the classes as being in [0, n). The group s^1 (I'll just call it S) is a multiplicative group of the complex number with norm 1. Note that f(r) e^ir (with r a real number) is periodic with period 2π. So they expression e^2πix is just a minor change in variable making h(x) e^2πix periodic with period 1. We need to prove that h maps cosets of R/Z map to a unique point in S, and preserves the group operations. It should be pretty clear at this point that this is the case, but let's go through the motions with a more formal proof. It should be clear that the function h(x) e^2πix (which we wish to prove is an isomorphism) is bijective and preserves the group operations: 1. If x y+n (mod 1) so that x and y are in the same coset of R/Z, then h(x) e^2πix e^2πi(y+n) e^2πiy X e^2πin, e^2πiy since e^2πin cos(2πn) + isin(2πn) 1. By the way, this also illustrates that the kernel of H is 0+Z. The integers in R map to the multiplicative identity in S. So if x y in R/Z, h(x) h(y), showing that h is well-defined. You can reverse the math to show that it's 1-1. And if point s in S e^2πit, then h(t) s, so H is onto. 2. Since h(a) + h(b) e^2πia + e^2πib e^2πi(a+b) h(a+b), h preserves the group operations. Therefore h is an isomorphism of R/Z to S.
- Q:Can you make the chicken grow up with no additives
- Hello, first with a lot of foam soak after curing fried, chicken products bulky full. OKorder sell small package bubble source, you can buy less try.
- Q:A Food additive AND its purpose?
- you will possibly do greater effective to attempt todance on the pinnacle of a pin," this is an previous asserting meaningit can not be executed." you won't be able to believe nutrition agencies, as their lobbyists have pervaded all stages of the federal government. working example, trans fat are undesirable for you; the nutrition agencies lobbied the FDA (nutrition & Drug administration) to allow them to state that a product has 0.0 grams trans fat, presented the stages have been 0.40 9 according to serving or decrease than. that's a thank you todisguise" risky meals. there are a number of different examples. you won't be able to believe something that a nutrition organization says or manufactures without appearing a great deal of examine. in case you elect secure meals, without additions that we don't certainly want, do your nutrition buying at nature or organic shops, which use no insecticides or ingredients of their meals (although you nonetheless would desire to do a sprint diagnosis). The organic shops additionally won't sell pink meat injected with advance hormones, and so on. good luck.
- Q:After doing some research I found that gasoline quality is very poor right now. And I am looking for a fuel additive that will help keep emissions down as well as increase MPG; however, I want to know if these products will void my warranty.
- Never heard of additives voiding a warranty. Really couldn't prove if you were using an additive anyways.
- Q:Answer In English Please
- I don't understand what you mean by additive value mean? 0.13 means thirteen one hundredths. That is the value of 0.13
- Q:Why was stevia outlawed as an additive in the US?
- You can buy it as an adjunct or dietary supplement or additive. I understand that because it has some mutagenic properties the USDA will not clear it as an additive. I think it is for some liver function that the USDA is concerned. I use it because it is a sweetener that actually lowers blood glucose. As a diabetic that loves tea stevia is a great benefit. I grow six plants so I can share with friends. As I have been using it for six or seven years I am beginning to tire of its taste. At first I really liked the long sweet flavor that lingered so well.
- Q:what is a nutrient additive and what is an example of one?
- there are a variety of nutrient additives, its essential function is to speed a plant up, making the plant work faster and harder. These hormones help the plant to have more energy, grow faster, and ultimately, to produce more. ex. Sweetleaf - is a great additive which includes molasses, cane sugar, a full suite of B-Vatamins, esters, and polyphenolic copounds that come together to greatly increase flavor, aroma, and overall oil content in your favorite fruits and flowers.
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plying pre-Dispersed Polymer Bound Accelerator TBBS(NS)
- Loading Port:
- China main port
- Payment Terms:
- TT OR LC
- Min Order Qty:
- 10 m.t.
- Supply Capability:
- 100000 m.t./month
OKorder Service Pledge
OKorder Financial Service
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