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Compression Springs Compression Springs

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Wire Diameter
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Total Coils
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Rate
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Max. Load
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Max. Deflection
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Solid Height
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Extension Springs Extension Springs

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Length Inside Hook
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Wire Diameter
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Max. Load
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Max. Deflection
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Initial Tension
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Rate
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Torsion Springs Torsion Springs

Enter your Outside Diameter and Total Coils
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Inside Diameter
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Free Position
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Wire Diameter
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Body Length
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Max. Torque
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Max. Deflection
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Rate
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Leg Length
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Material Type
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Conical Springs Conical Springs

Enter you Small Outside Diameter, Large Outside Diameter and Free Length
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Total Coils
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Solid Height
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Wire Diameter
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Material Type
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Spring Stiffness Calculator

What is Spring Stiffness?

In plain language, it’s the relationship between the force you put on a spring and how much the spring moves. If you press down on a compression spring and find you need 10 pounds of force to move it half an inch, the spring stiffness tells you whether that’s normal, too stiff, or maybe too weak for what you want.

Why does that matter? Because the right spring stiffness, also known as spring rate, can make or break your device. A spring that’s too stiff won’t compress enough for your needs and might cause extra stress in your assembly. A spring that’s too soft could lead to unwanted slack or instability. Getting that “just right” feeling can be tricky, which is why a lot of designers rely on specialized tools like the Spring Stiffness Calculator. By plugging in a few measurements—like wire diameter, outer diameter, total coils, and free length—the calculator instantly gives you a snapshot of your spring’s overall performance. Instead of guessing, you know exactly how it’ll behave under load.

What Makes the Acxess Spring Stiffness Calculator Special?

You’ve probably seen a bunch of spring calculators around the internet. You type in a few numbers, get a result, and move on. But Spring Creator X by Acxess Spring goes way beyond the basics. When you use our Spring Stiffness Calculator, you don’t just see a single “rate” figure. You also get insights like maximum travel, maximum load and solid height. Need more force? Fewer coils or thicker wire diameter might be the way to go. Need less force? Maybe a bigger outer diameter or a change in pitch will help.

compression spring Force Tablecompression spring Force Table

All of this detail makes it easier to design a spring that does exactly what you want—no more guesswork. And if at any point the calculator shows you’re in a risky zone for stress or are nearing the limits of standard manufacturing capabilities, you can adjust your design right away. That sure beats finding out after you’ve already paid for a batch of springs that don’t work.

How Spring Index and Total Coils Factor In

When you’re learning about springs, you’ll see two phrases pop up a lot: spring index and total coils. While they may sound like technical jargon, they’re actually pretty easy to get the hang of, and they play a major role in how stiff—or flexible—a spring is.

Spring Index refers to the ratio of the spring’s mean diameter to its wire diameter. Mean diameter is simply the outer diameter minus one wire diameter (or the inner diameter plus one wire diameter). If you have a spring with a wire diameter of 0.05 inches and an outer diameter of 0.5 inches, then your mean diameter is 0.45 inches, which makes the spring index 0.45 / 0.05 = 9.

But why does that number matter? If your coils are really tight (giving you a small spring index), the spring is under a lot more stress for any given load, making it stiffer. If the coils are looser (yielding a larger spring index), you get a more flexible spring. Most manufacturers will tell you to keep your spring index above 4 and below 27 to avoid extreme stress or design challenges. If your numbers are outside that range, you may need to rethink your dimensions or consult with a spring expert at Acxess Spring.

 

 

Difference between indexDifference between index

Total Coils, on the other hand, is simply how many coils the spring has. Think of it this way: if a spring only has a few coils, each coil has to do a lot of work when the spring is compressed or extended, making the spring stiffer. On a compression spring, adding more coils usually means you can get more travel (because more coils share the load), but the trade-off is that the spring becomes less stiff. In extension and torsion springs, fewer coils generally mean you get more force (or torque, in the case of torsion springs) sooner, but you lose some overall travel or rotation.

Design Examples

Nothing beats a concrete example, so let’s walk through a few to see how these ideas come together. We’ll use English units, like pounds and inches, since those are super common in the U.S. and are easy to visualize.

 

Compression Spring Example

  • Wire Diameter: 0.03 in
  • Outer Diameter: 0.50 in
  • Free Length: 1.34 in
  • Total Coils: 10
AC030-500-10000-MW-1340-C-N-IN(RH)-blueprintAC030-500-10000-MW-1340-C-N-IN(RH)-blueprint

First, let’s remember the formula for the Spring Index:

Index = Mean Diameter (D) ÷ Wire Diameter (d)

After subtracting the wire diameter of 0.03 in from the outer diameter of 0.50 in, you get a mean diameter of 0.47 inches. That means the spring index is 

0.47 ÷ 0.03 = 15.66. 

Now let’s search for this spring with Spring Creator X, we input our dimensions (Wire Diameter: 0.03 in, Outer Diameter: 0.50 in, Free Length: 1.34 in, Total Coils: 10, Material Type: Music Wire ASTM A228) and we get Acxess Spring’s Custom Part Number AC030-500-10000-MW-1340-C-N-IN as a result, with a rate of about 1.4 pounds per inch, as noted in its specs and blueprint. That means if you push the spring down 1 inch, it’ll push back with 1.4 pounds of force. Too stiff? You could add more coils, making it 12 or 13 total coils, which lowers the stiffness. Or you could tweak the outer diameter to be bigger, which also reduces the stiffness. On the flip side, if you want a tougher spring, you can drop the coil count to maybe 8 or 9, increasing the rate.

AC030-500-10000-MW-1340-C-N-IN(RH)  3d ViewAC030-500-10000-MW-1340-C-N-IN(RH)  3d View

Extension Spring Example

  • Wire Diameter: 0.03 in
  • Outer Diameter: 0.30 in
  • Body Length: 2.00 in
  • Material Type: Music Wire ASTM A228
AE030-300-49666-MW-2000-CO-N-IN(RH) blueprintAE030-300-49666-MW-2000-CO-N-IN(RH) blueprint

Let’s use our dimensions to get the mean diameter:

Mean Diameter (D) = Outer Diameter (OD) - Wire Diameter (d)

D= 0.30 in - 0.03 = 0.27 inches 

And from there, let’s calculate the index:

0.27 in ÷ 0.03 in = 9 

Here, the mean diameter is 0.27 inches, divided by 0.03 inches equals 9,  so the spring index is 9. If you put our dimensions (Wire Diameter: 0.03 in, Outer Diameter: 0.30 in, Body Length: 2.00 in, Material Type: Music Wire ASTM A228) into the calculator, you’ll get Axcess Spring’s Custom Part Number AE030-300-49666-MW-2000-CO-N-IN with a spring rate of 1.19 pounds per inch and an initial tension of 0.24 pounds, as noted in its specs and blueprint, that tells you a few things. First, you won’t even start extending it until you’re applying a half pound of force. After that, each inch of extension adds another 1.19 pounds of force. If you need a lighter initial tension, you could switch to a thinner wire or add coils. Again, you can easily test various tweaks without wasting time and materials, because the calculator shows how each change affects your final rate and tension.

AE030-300-49666-MW-2000-CO-N-IN(RH) 3D ViewAE030-300-49666-MW-2000-CO-N-IN(RH) 3D View

Torsion Spring Example

  • Wire Diameter: 0.062 in
  • Outer Diameter: 0.625 in
  • Leg Length: 0.75 in each
  • Total Coils: 5 (active coils)
AT062-625-5000-MW-RH-0750-N-IN(RH-750LL2)   blueprintAT062-625-5000-MW-RH-0750-N-IN(RH-750LL2)   blueprint

Torsion springs are measured a bit differently: instead of pounds per inch, we typically talk about inch-pounds per degree (in·lb/°). If you plug our dimensions into Spring Creator X you’ll get Acxess Spring Custom Part Number AT062-625-5000-MW-RH-0750-N-IN with a rate of around 0.040 in·lb/° as noted in its specs and blueprint. That means each degree of twist on the spring’s arm requires 0.040 inch-pounds of torque. If your application requires a 15° rotation, you multiply 5 by 0.040 to see you need about 0.6 inch-pounds of torque. Let’s test it using Hooke’s Law. The torsional form of Hooke’s Law is: τ = kθ, where τ is torque (e.g., in lbf-in) and θ is the rotation (e.g., degrees). 

τ = kθ

τ = 0.040 in·lb/° x 15 = 0.6 in/lb

 If that’s too low, you can make the wire diameter bigger or reduce the number of coils to bump up the torque.

 

AT062-625-5000-MW-RH-0750-N-IN(RH-750LL2)   3D ViewAT062-625-5000-MW-RH-0750-N-IN(RH-750LL2)   3D View

Testing with Acxess Spring’s Online Spring Force Tester


Once you’ve designed your dream spring, how do you confirm it actually behaves like the calculator said it would? You can do this easily with the Online Spring Force Tester tool. It’s all part of ensuring you get the performance you expect, without any surprises. Let’s try it using Acxess Spring Custom Part Number AT062-625-5000-MW-RH-0750-N-IN in the Torsion Spring example we noted that it’s spring rate is 0.040 inch-pounds of torque, and we mention that to get a 15° rotation we’ll need around 0.6 inch-pounds of torque. The formula as noted above would be 

τ = kθ

τ = 0.040 in·lb/° x 15 = 0.6 in/lb

Let’s plug those input the expected degrees on the Online Spring Force Tester and see if we get a around 0.6 inch-pounds of torque: 

AT062-625-5000-MW-RH-0750-N-IN Rate InfoAT062-625-5000-MW-RH-0750-N-IN Rate Info
AT062-625-5000-MW-RH-0750-N-IN OSFTAT062-625-5000-MW-RH-0750-N-IN OSFT

Online Spring Force Tester shows a torque of 0.5982 in-lbs at 15 degrees of deflection, rounded would match our calculation of around 0.6 in-lbs. Proving our example calculations were correct.  

 

Putting It All Together

When you look at how a spring behaves, it helps to remember that every dimension is connected. The spring index ties the outer diameter to the wire diameter, total coils control how load is distributed, and pitch can come into play if you need more or less space between coils. It might seem like a lot to juggle, but Acxess Spring’s Spring Stiffness Calculator inside Spring Creator X streamlines the entire process. You basically enter a handful of dimensions, and the tool gives you an in-depth look at everything: the spring rate, the maximum load before the coils hit solid height, and so on.

If you decide any part of your design needs changing—maybe you want a stronger spring index or need more travel—you can tweak the numbers and watch the calculator update on the fly. Plus, Acxess Spring’s tools go well beyond the initial calculation. If you’re ever unsure about the results, their Online Spring Force Tester lets you confirm them in real life. When everything checks out, you can confidently order from the Acxess Spring catalog or request your own custom design. That’s a huge advantage, especially if you’re working under time or budget constraints and need to ensure your spring design is right on the money.

In the end, spring stiffness is what keeps all sorts of products working smoothly, from the simplest pen clicker to complex automotive assemblies. By understanding the basics—like how stiffness is measured, how spring index affects performance, and how total coils come into play—you’ll be miles ahead in making informed decisions. So go ahead and give Spring Creator X a try, learn how to interpret the force charts, and experiment with different dimensions. You’ll be surprised at how quickly you can go from a rough idea to a solid, validated spring design that’s tailor-made for your application.

Introducing Spring Creator X

The next evolution in spring design. Generate springs in real time, fine-tune critical dimensions, and explore a completely redesigned engineering experience.

Created by Alfonso Jaramillo Jr - President Acxess Spring

Over 40 Years of Experience in Spring Engineering and Manufacturing