woodworking:woodturning:dropspindles:balancing
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| woodworking:woodturning:dropspindles:balancing [2026/02/23 17:58] – created ron | woodworking:woodturning:dropspindles:balancing [2026/02/23 18:04] (current) – ron | ||
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| copy-paste from CoPilot discussion to be edited as time allows: | copy-paste from CoPilot discussion to be edited as time allows: | ||
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| Balancing a wooden whorl with normal shop tools is absolutely doable, and once you understand **static balance**, the whole process becomes predictable instead of mystical. What Golding achieves with machining, you can approximate with careful measurement, | Balancing a wooden whorl with normal shop tools is absolutely doable, and once you understand **static balance**, the whole process becomes predictable instead of mystical. What Golding achieves with machining, you can approximate with careful measurement, | ||
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| ## What static balance actually means | ## What static balance actually means | ||
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| Static balance is different from dynamic balance (which checks wobble at speed), but for wooden whorls, static balance gets you 90% of the way there. | Static balance is different from dynamic balance (which checks wobble at speed), but for wooden whorls, static balance gets you 90% of the way there. | ||
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| ## Why wooden whorls need static balancing | ## Why wooden whorls need static balancing | ||
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| Even a visually perfect blank can be 5–10% denser on one side. Static balancing lets you *find* that heavy side and correct it before final shaping. | Even a visually perfect blank can be 5–10% denser on one side. Static balancing lets you *find* that heavy side and correct it before final shaping. | ||
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| ## A practical static‑balancing setup with common tools | ## A practical static‑balancing setup with common tools | ||
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| This is the same principle used to balance fishing reels, knife handles, and small flywheels. | This is the same principle used to balance fishing reels, knife handles, and small flywheels. | ||
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| ## How to correct imbalance (the part most turners skip) | ## How to correct imbalance (the part most turners skip) | ||
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| This is how luthiers balance tuning pegs and how some flywheel makers fine‑tune mass. | This is how luthiers balance tuning pegs and how some flywheel makers fine‑tune mass. | ||
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| ## A workflow that produces consistently balanced whorls | ## A workflow that produces consistently balanced whorls | ||
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| ### Step 6 — Finish and polish | ### Step 6 — Finish and polish | ||
| A balanced whorl stays balanced through finishing unless you apply uneven finish thickness. | A balanced whorl stays balanced through finishing unless you apply uneven finish thickness. | ||
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| ## Why this works so well | ## Why this works so well | ||
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| Most turners shape first and balance never, which is why wobble is so common. | Most turners shape first and balance never, which is why wobble is so common. | ||
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| ## A small refinement that makes a big difference | ## A small refinement that makes a big difference | ||
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| - | If you want, you can give me the diameter, thickness, wood species, and actual weight of one of your rough whorls, and I can walk you through a balancing plan tailored to that specific piece. | ||
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| Final turning doesn’t undo the balancing work you did earlier because the *order* and *location* of material removal change what matters. The trick is that you’re not balancing a finished shape—you’re balancing the **density field** of the blank *before* you lock in the final geometry. Once the density field is uniform, the final cuts remove mass symmetrically, | Final turning doesn’t undo the balancing work you did earlier because the *order* and *location* of material removal change what matters. The trick is that you’re not balancing a finished shape—you’re balancing the **density field** of the blank *before* you lock in the final geometry. Once the density field is uniform, the final cuts remove mass symmetrically, | ||
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| ## Why balancing first actually works | ## Why balancing first actually works | ||
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| So the final shaping doesn’t reintroduce imbalance because you’re removing material evenly from all around the circumference. | So the final shaping doesn’t reintroduce imbalance because you’re removing material evenly from all around the circumference. | ||
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| ## What actually causes imbalance during final shaping | ## What actually causes imbalance during final shaping | ||
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| If your final cuts are light, continuous, and symmetric, the balance stays locked in. | If your final cuts are light, continuous, and symmetric, the balance stays locked in. | ||
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| ## 🔧 How to make sure final turning doesn’t reintroduce wobble | ## 🔧 How to make sure final turning doesn’t reintroduce wobble | ||
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| Think of it like truing a wheel: once the spokes are tensioned evenly, sanding the rim doesn’t throw it out of balance. | Think of it like truing a wheel: once the spokes are tensioned evenly, sanding the rim doesn’t throw it out of balance. | ||
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| ## The deeper physics | ## The deeper physics | ||
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| This is exactly why machinists rough-balance a flywheel blank before cutting the final profile. | This is exactly why machinists rough-balance a flywheel blank before cutting the final profile. | ||
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| ## A practical analogy | ## A practical analogy | ||
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| - | If you want to sanity‑check one of your rough whorls, tell me the wood, diameter, thickness, and weight, and I can help you predict where the imbalance is coming from and how much correction it likely needs. | + | The idea of “fix imbalance first, then remove more wood later” *sounds* contradictory until you look at what’s actually being corrected. The key is that you’re not balancing the **shape**—you’re balancing the **mass distribution inside the blank**, and once that distribution is uniform, later cuts remove mass evenly. |
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| - | You’re right to push on this, because the idea of “fix imbalance first, then remove more wood later” *sounds* contradictory until you look at what’s actually being corrected. The key is that you’re not balancing the **shape**—you’re balancing the **mass distribution inside the blank**, and once that distribution is uniform, later cuts remove mass evenly. | + | |
| To make that intuitive, it helps to break the problem into three layers: what a density field is, what balancing actually fixes, and why final shaping doesn’t undo it. | To make that intuitive, it helps to break the problem into three layers: what a density field is, what balancing actually fixes, and why final shaping doesn’t undo it. | ||
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| ## What “density field” means in a wooden whorl | ## What “density field” means in a wooden whorl | ||
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| Once that’s done, the blank behaves *as if* it were made of uniform material. | Once that’s done, the blank behaves *as if* it were made of uniform material. | ||
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| ## What static balancing actually fixes | ## What static balancing actually fixes | ||
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| That’s the condition you need before final shaping. | That’s the condition you need before final shaping. | ||
| - | --- | + | ## Why final turning *doesn’t* undo the balance |
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| - | ## 🪚 Why final turning *doesn’t* undo the balance | + | |
| Final shaping removes a **thin, uniform shell** from the outside. That matters: | Final shaping removes a **thin, uniform shell** from the outside. That matters: | ||
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| …then yes, you can reintroduce imbalance. | …then yes, you can reintroduce imbalance. | ||
| But with light, continuous passes, you don’t. | But with light, continuous passes, you don’t. | ||
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| ## A physical analogy that matches your intuition | ## A physical analogy that matches your intuition | ||
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| Same with a whorl: you correct the internal mass asymmetry first, then refine the surface. | Same with a whorl: you correct the internal mass asymmetry first, then refine the surface. | ||
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| ## A simple experiment that proves the principle | ## A simple experiment that proves the principle | ||
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| If you deliberately take a deeper cut on one quadrant, *then* you’ll see wobble return. That’s the difference between symmetric and asymmetric removal. | If you deliberately take a deeper cut on one quadrant, *then* you’ll see wobble return. That’s the difference between symmetric and asymmetric removal. | ||
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| ## The practical takeaway | ## The practical takeaway | ||
| Balancing early works because you’re fixing the **internal mass distribution**, | Balancing early works because you’re fixing the **internal mass distribution**, | ||
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| If you want, describe one of your rough whorls (wood, diameter, thickness, weight, and where the heavy side seems to be), and I can walk you through what the density field probably looks like and how much correction it likely needs. | If you want, describe one of your rough whorls (wood, diameter, thickness, weight, and where the heavy side seems to be), and I can walk you through what the density field probably looks like and how much correction it likely needs. | ||
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| Yes—static balancing is fundamentally about **making the spindle’s geometric axis coincide with its center of mass**. But the important nuance is *how* you get there and *why* it stays there even after final shaping. | Yes—static balancing is fundamentally about **making the spindle’s geometric axis coincide with its center of mass**. But the important nuance is *how* you get there and *why* it stays there even after final shaping. | ||
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| 2) what static balancing actually changes, and | 2) what static balancing actually changes, and | ||
| 3) why later symmetric cuts don’t undo that change. | 3) why later symmetric cuts don’t undo that change. | ||
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| ## Center of rotation vs. center of mass | ## Center of rotation vs. center of mass | ||
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| Once those two points coincide, the whorl spins cleanly. | Once those two points coincide, the whorl spins cleanly. | ||
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| ## Why balancing early works | ## Why balancing early works | ||
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| This is the key: you’re not balancing the *shape*, you’re balancing the *material*. | This is the key: you’re not balancing the *shape*, you’re balancing the *material*. | ||
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| ## Why final shaping doesn’t undo the balance | ## Why final shaping doesn’t undo the balance | ||
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| 2) static-balance the blank, | 2) static-balance the blank, | ||
| 3) final-turn to profile. | 3) final-turn to profile. | ||
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| ## A visual analogy | ## A visual analogy | ||
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| After that, if you shave a millimeter off the entire crust, you’re removing the same amount from every slice. The balance stays. | After that, if you shave a millimeter off the entire crust, you’re removing the same amount from every slice. The balance stays. | ||
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| ## A simple experiment that proves it | ## A simple experiment that proves it | ||
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| That’s the difference between symmetric and asymmetric removal. | That’s the difference between symmetric and asymmetric removal. | ||
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| ## The deeper truth | ## The deeper truth | ||
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| - | If you want to test this on one of your actual rough whorls, tell me the wood, diameter, thickness, and where the heavy side settles, and I can walk you through what the density field is doing inside that specific piece. | ||
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| You’re exactly right that **the whole “final shaping doesn’t undo balance” idea only works if the remaining wood behaves *as if* its density is uniform**. That’s the hidden assumption. And because real wood is *not* uniformly dense, the only way the method works is that your earlier balancing step has already *forced* the remaining blank to behave like a uniform material. | You’re exactly right that **the whole “final shaping doesn’t undo balance” idea only works if the remaining wood behaves *as if* its density is uniform**. That’s the hidden assumption. And because real wood is *not* uniformly dense, the only way the method works is that your earlier balancing step has already *forced* the remaining blank to behave like a uniform material. | ||
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| Once you see how those interact, the logic becomes airtight. | Once you see how those interact, the logic becomes airtight. | ||
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| ## 1. What “density field” really means in this context | ## 1. What “density field” really means in this context | ||
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| That’s the key assumption you’re pointing at. | That’s the key assumption you’re pointing at. | ||
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| ## 2. What static balancing actually accomplishes | ## 2. What static balancing actually accomplishes | ||
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| This is exactly how machinists balance flywheels before final profiling. | This is exactly how machinists balance flywheels before final profiling. | ||
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| ## 3. Why final shaping doesn’t undo the balance | ## 3. Why final shaping doesn’t undo the balance | ||
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| But if you take a single continuous shear cut around the rim, the removal is symmetric enough that the earlier correction holds. | But if you take a single continuous shear cut around the rim, the removal is symmetric enough that the earlier correction holds. | ||
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| ## 4. The deeper physics: first‑order vs. second‑order effects | ## 4. The deeper physics: first‑order vs. second‑order effects | ||
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| This is why the method works in practice even though wood is not perfectly uniform. | This is why the method works in practice even though wood is not perfectly uniform. | ||
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| ## 5. A concrete mental model | ## 5. A concrete mental model | ||
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| You’ve “flattened” the density field enough that symmetric cuts behave predictably. | You’ve “flattened” the density field enough that symmetric cuts behave predictably. | ||
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| ## 6. When the assumption *fails* | ## 6. When the assumption *fails* | ||
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| That’s why Golding avoids those woods entirely. | That’s why Golding avoids those woods entirely. | ||
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| ## Closing thought | ## Closing thought | ||
| You’re not wrong—the assumption *is* there. | You’re not wrong—the assumption *is* there. | ||
| The trick is that static balancing makes the assumption *true enough* for final shaping to be safe. | The trick is that static balancing makes the assumption *true enough* for final shaping to be safe. | ||
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| - | If you want to test this on one of your actual whorls, tell me the wood, diameter, thickness, and where the heavy side settles, and I can map out what the density field is doing inside that specific piece. | ||
woodworking/woodturning/dropspindles/balancing.1771869488.txt.gz · Last modified: 2026/02/23 17:58 by ron
