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MISUMI Coil Springs（Material：SWOSC-V Equivalent(Oil-tempered wire)）

MISUMI offers products Coil Springs specified by Material SWOSC-V Equivalent(Oil-tempered wire) from Press Die Components product category. There are a total of 10 items. Die-casting parts and accessories. MISUMI products are available to order through MISUMI online 24 hours a day. Free shipping, no minimum order.

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Brand	(10) (0)
CAD	2D 3D
Days to Ship	All Same day 1 Day(s) or Less 2 Day(s) or Less 6 Day(s) or Less 10 Day(s) or Less Others

Outer diameter (D)(mm)	L Dimension (L)(mm)	Allowable deflection ratio(%)	Maximum load(N)	Brand	Material
6 ～ 70	10 ～ 500	50	59 ～ 3920	-	SWOSC-V Equivalent(Oil-tempered wire)

From: ₹ 85.00
Days to Ship: Same day or more

Outer diameter (D)(mm)	L Dimension (L)(mm)	Allowable deflection ratio(%)	Maximum load(N)	Brand	Material
6 ～ 70	10 ～ 500	40	78 ～ 5978	-	SWOSC-V Equivalent(Oil-tempered wire)

From: ₹ 85.00
Days to Ship: Same day or more

Outer diameter (D)(mm)	L Dimension (L)(mm)	Allowable deflection ratio(%)	Maximum load(N)	Brand	Material
6 ～ 70	10 ～ 350	24	137 ～ 12557	-	SWOSC-V Equivalent(Oil-tempered wire)

From: ₹ 81.00
Days to Ship: Same day or more

Outer diameter (D)(mm)	L Dimension (L)(mm)	Allowable deflection ratio(%)	Maximum load(N)	Brand	Material
6 ～ 70	10 ～ 350	32	98 ～ 8330	-	SWOSC-V Equivalent(Oil-tempered wire)

From: ₹ 69.00
Days to Ship: Same day or more

Outer diameter (D)(mm)	L Dimension (L)(mm)	Allowable deflection ratio(%)	Maximum load(N)	Brand	Material
6 ～ 30	15 ～ 200	55 ～ 60	30 ～ 471	-	SWOSC-V Equivalent(Oil-tempered wire)

From: ₹ 152.00
Days to Ship: Same day or more

Outer diameter (D)(mm)	L Dimension (L)(mm)	Allowable deflection ratio(%)	Maximum load(N)	Brand	Material
6 ～ 70	10 ～ 350	20	177 ～ 17069	-	SWOSC-V Equivalent(Oil-tempered wire)

From: ₹ 100.00
Days to Ship: Same day or more

Outer diameter (D)(mm)	L Dimension (L)(mm)	Allowable deflection ratio(%)	Maximum load(N)	Brand	Material
10 ～ 50	15 ～ 200	18 ～ 20	441 ～ 12258	-	SWOSC-V Equivalent(Oil-tempered wire)

From: ₹ 202.00
Days to Ship: Same day or more

Outer diameter (D)(mm)	L Dimension (L)(mm)	Allowable deflection ratio(%)	Maximum load(N)	Brand	Material
10 ～ 50	30 ～ 200	13	797 ～ 18452	-	SWOSC-V Equivalent(Oil-tempered wire)

From: ₹ 507.00
Days to Ship: Same day or more

Outer diameter (D)(mm)	L Dimension (L)(mm)	Allowable deflection ratio(%)	Maximum load(N)	Brand	Material
10 ～ 50	25 ～ 200	13	515 ～ 16045	-	SWOSC-V Equivalent(Oil-tempered wire)

From: ₹ 442.00
Days to Ship: Same day or more

Outer diameter (D)(mm)	L Dimension (L)(mm)	Allowable deflection ratio(%)	Maximum load(N)	Brand	Material
20 ～ 40	25 ～ 100	10	1274.9 ～ 5198	-	SWOSC-V Equivalent(Oil-tempered wire)

From: ₹ 397.00
Days to Ship: 6 Day(s) or more


Brand
Product Series
CAD
From
Days to Ship
Specifications
Outer diameter (D)(mm)
L Dimension (L)(mm)
Allowable deflection ratio(%)
Maximum load(N)
Brand
Material

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Brand	MISUMI	MISUMI	MISUMI	MISUMI	MISUMI	MISUMI	MISUMI	MISUMI	MISUMI	MISUMI
Product Series	Coil Springs -SWF-	Coil Springs -SWL-	Coil Springs -SWH-	Coil Springs -SWM-	Coil Springs -SWC-	Coil Springs -SWB-	Coil Springs -SWG-	Coil Springs -SWV-	Coil Springs -SWZ-	Coil Springs -SWX-
CAD	2D / 3D	2D / 3D	2D / 3D	2D / 3D	2D / 3D	2D / 3D	2D / 3D	2D / 3D	2D / 3D	2D / 3D
From	₹ 85.00-	₹ 85.00-	₹ 81.00-	₹ 69.00-	₹ 152.00-	₹ 100.00-	₹ 202.00-	₹ 507.00-	₹ 442.00-	₹ 397.00-
Days to Ship	Same day or more	Same day or more	Same day or more	Same day or more	Same day or more	Same day or more	Same day or more	Same day or more	Same day or more	6 Day(s) or more
Specifications	FL500 OD100	FL300 OD100	FL300 OD100	FL300 OD100	FL300 OD25	FL300 OD100	FL300 OD50	FL300 OD50	FL300 OD50	FL300 OD50
Outer diameter (D)(mm)	6 ～ 70	6 ～ 70	6 ～ 70	6 ～ 70	6 ～ 30	6 ～ 70	10 ～ 50	10 ～ 50	10 ～ 50	20 ～ 40
L Dimension (L)(mm)	10 ～ 500	10 ～ 500	10 ～ 350	10 ～ 350	15 ～ 200	10 ～ 350	15 ～ 200	30 ～ 200	25 ～ 200	25 ～ 100
Allowable deflection ratio(%)	50	40	24	32	55 ～ 60	20	18 ～ 20	13	13	10
Maximum load(N)	59 ～ 3920	78 ～ 5978	137 ～ 12557	98 ～ 8330	30 ～ 471	177 ～ 17069	441 ～ 12258	797 ～ 18452	515 ～ 16045	1274.9 ～ 5198
Brand	-	-	-	-	-	-	-	-	-	-
Material	SWOSC-V Equivalent(Oil-tempered wire)	SWOSC-V Equivalent(Oil-tempered wire)	SWOSC-V Equivalent(Oil-tempered wire)	SWOSC-V Equivalent(Oil-tempered wire)	SWOSC-V Equivalent(Oil-tempered wire)	SWOSC-V Equivalent(Oil-tempered wire)	SWOSC-V Equivalent(Oil-tempered wire)	SWOSC-V Equivalent(Oil-tempered wire)	SWOSC-V Equivalent(Oil-tempered wire)	SWOSC-V Equivalent(Oil-tempered wire)

FAQ Coil Springs

Question: What are coil springs and how do they work?: Answer: Coil springs are a type of metal spring commonly used in various machines and devices and in sheet metal dies and plastic moulds. They're made from a single piece of wire that's coiled into a helical shape that's why it's called helical spring sometimes.
This helical shape allows the spring to compress or extend when force is applied, which in turn causes the spring to store energy. When the force is removed, the energy stored in the spring is released, causing the spring to return to its original shape.
Question: What are the benefits of using coil springs over other types of springs?: Answer: Coil springs offer several advantages over other types of springs. First, their consistent, predictable response to force makes them highly reliable.
Second, their versatility means they can be used in a wide range of applications, from small, delicate mechanisms to heavy-duty machinery. Third, their durability makes them a cost-effective choice for long-term use. Finally, their low cost and ease of manufacture makes them a popular choice for many applications.
Question: What are some common applications for coil springs?: Answer: Some of the most common applications for coil springs include shock absorbers in vehicles, door closers, garage door openers, office chairs, mattresses, toy, dies & moulds and game mechanisms. Coil springs are also used in many industrial applications, such as manufacturing equipment, conveyors, and packaging machinery.
They can be found in all sorts of devices and machines, from small household items to large industrial machines.
Question: How do you determine the correct size and strength of a coil spring for a particular application?: Answer: When choosing a coil spring for a specific application, there are several factors to consider, such as the required load capacity, spring rate, deflection, colors and operating environment. Other factors include the space available for the spring, the type of movement required, and the cost.
Question: What is the difference between compression, extension, and torsion coil springs?: Answer: Compression coil springs compress when force is applied, extension coil springs stretch when force is applied, and torsion coil springs twist when force is applied. Each type has different applications where they are most useful.
In general, compression coil springs are used in applications where space is limited and a short, sharp movement is required. Extension coil springs are used in applications where a long, controlled movement is required. Torsion coil springs are used in applications where rotational movement is required.
Question: What are some of the factors that affect the life of a coil spring?: Answer: The first factor is stress, which is the amount of force applied to the spring. Over time, stress can cause the metal to fatigue and eventually break.
Another factor is corrosion, which can occur when the spring is exposed to water or chemicals. This can weaken the metal and cause it to break. Finally, the material choice is important. Different metals have different strengths and properties, and some are more resistant to stress and corrosion than others.
Question: What is the position of maximum load (N max) in terms of spring deflection?: Answer: The maximum load (F max) occurs at the point of maximum deflection for the spring. It is important to note that exceeding the deflection limit may cause damage to the spring.
Question: What are the methods or equations used to calculate the force required for compressing a spring?: Answer: The force needed to compress a spring can be calculated by adding the pre-tension (N) to the product of the spring constant (N/mm) and the spring deflection (mm).

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