|Place of Origin:||China|
|Minimum Order Quantity:||1000 Pieces|
|Packaging Details:||Carton+ Wood box|
|Payment Terms:||T/T, D/P, L/C, Western Union|
|Supply Ability:||1000000 Piece/Pieces per Month According to the order|
|Service:||OEM ODM||Wire Diameter:||0.07mm~20mm|
|Material:||Stainless Steel||Surface Treatment:||Plating , Spraying|
|Shipping:||By Sea/air/express||Packing:||Carton+ Wood Box|
|Usage:||Industrial, Industrial||Size:||Customized Sizes|
0.3mm Helical Torsion Spring,
0.3mm double torsion spring,
ASTM standard Helical Torsion Spring
Metal Springs Torsion Springs Double Torsion Springs Stainless Steel Torsion Springs
The common function of a Torsion Spring is to twist and then come back to its original position. The most familiar use of a torsion spring is on the old-fashioned clothespin. The rugged torsion spring joins the middle of the classic wood body. As we all have seen, when the user clasps open the clothespin, positions it over the clothes, and releases; the pressure of the torsion spring secures the clothes on the line.
Thousands of other torsion spring applications work much the same way; from safety pins and mousetraps to clipboards and garage doors. In any application where the need exists for rotational force, a torsion spring is likely to be right for the job.
A torsion spring is used when there is a need for rotational torque. There are two types of torsion spring designs – single and double, with single torsion springs being the most common type. When a Torsion Spring is assembled over a shaft, it is important to note that, as the spring is rotated in a normal direction, the inner diameter reduces which can cause binding on the shaft along with unnecessary stresses to the spring; it is critical to take into consideration the inside diameter of the spring along with the shaft size it works over. Typically the more malleable spring materials.
Torsion of torsion spring:
When the spring is twisted, the material is stretched or sheared, such as the calculation of torsion. Therefore, the limit of the twistable angle is caused by the failure of the material. When the material is plastically deformed, it cannot be restored. Therefore, it finally comes down to the tensile strength and shear strength of the material. Of course, the Von Mises stress calculated by the fourth strength theory is the maximum strength that the material can withstand. Combined with the length of the spring, the maximum allowable torsion angle can be calculated.
Torsion Springs product attributes
|Customizable||Can made by your drawings, sample and dimension|
|Surface Treatment||White zinc plating, Color zinc plating, Nickel plating, Chrome plated, Cataphoresis, Become black, Powder coating, Apply oil ,paint or as customers' request|
|Material||Steel/Carbon steel/music wire/Stainless steel(SUS304,SUS316,17-7PH etc.) Allow steel(titanium etc.)/flat wire/square wire/MONEL K-500|
|Advantages||high quality, competitive price, first-class automatic production equipment, safe packaging and timely delivery.|
|Applications||Precision equipment, electronics, toys, door locks, mechanical equipment, various vehicles.|
Application of Torsion Springs
Aviation, automotive, motorbike, bicycle, automatic equipment, household appliance, medical device ,toy, telecommunication, computer, instrument and meter, furniture, electric tools, mold and other industries.
Custom Torsion Springs
Torsion spring is the ultimate of the variant spring, from single torsion spring to double torsion spring special torsion spring, even the deformation of various torsion bars, which can be shaped according to design. Therefore, it is difficult to grasp the necessary information of the torsion spring when designing:
(1) Free length.
(2) Control diameter: (a) outer diameter, (b) inner diameter, (c) inner diameter of casing, or (d) outer diameter of round rod passed through.
(3) Wire size "wire diameter".
(4) Materials (type and grade).
(5) Number of turns: (a) total number of turns and (b) right-handed or left-handed.
(6) Torsion force: pounds deflected to a certain angle.
(7) Maximum deflection (angle from free position).
(8) The form of the end.
Please specify: material diameter (d), outer diameter (D), torsion arm length (L), free height (Lo), and other geometric dimensions, such as the guide moment (T 1 T 2 ... T j) and the corresponding sum Corresponding torsional angle (Ψ)