8/10/2023 0 Comments Bal cobalt loginAll products are subject to credit and property approval. Actual terms, including interest rate, are subject to change without prior notice and may vary based on eligibility criteria. **A pre-approval does not signify that all underwriting requirements have been met. Any portion of the discount amount not used toward closing costs will be waived. Advertised discount can only be applied toward payment of closing costs up to a total amount of $1,000 subject to product underwriting guidelines. The offer is nontransferable and can only be used by the intended recipient. Only available for single family primary residences and existing Caliber customers. Sorry, but you seem to be misunderstanding a few terms here.*Closing cost offer available to customers who apply for a new purchase loan. Read my previous post again, and maybe read up on the physics of springs, strings and tension. Guitar strings are put under high enough tension to be pushed beyond their elastic limit, which is why they essentially 'settle' into a stable tuning after a few days. I never mentioned the diameter of the string. Nothing is changing diameter from the string being pulled tight unless you're doing something really wrong. In fact, the stretching at any given point is perfectly proportional to the tension that the string is under, because of Hooke's Law. Since the entire length of the string must be under nearly uniform tension, the stretching is also uniform. It wasn't designed to stretch a certain amount, it simply stretches because it's effectively impossible to create a string that doesn't stretch. and then saying it doesn't? You're being a bit inconsistent here. You're both admitting that the string does stretch. The "stretching" that most people think is occurring is really a misnomer, and is more of a seating action that occurs on the pegs The guitar is not stretching the string beyond what the specs for it to stretch under tension would be. you seem to just be hand-waving away actual physics here. I kind of covered that when I said, "unless you're doing something really wrong". We are NOT and never were talking about anything being pushed beyond it's "elastic limit". You can use physics all day and site laws, but the diameter of the string is not being changed when a guitar is tuned properly. The "stretching" that most people think is occurring is really a misnomer, and is more of a seating action that occurs on the pegs. It pulls it taut, and at that point the string is maintaining it's diameter and settling into the wraps on the pegs. That's not what we're talking about there. Well firstly, of course strings with different gauges have different tensile strength. Those are two completely different things. I'm pretty sure the word stretching can be replaced with seating when it comes to anything a guitar does to a string under normal operation. strings with different gauges do have different ultimate tensile strengths. If that was the case, you'd have strings with varying diameters and a greater propensity to snap. Here is a place to read up on the various physical effects we observe in the situation of a guitar. This is why new strings will go out of tune, but eventually "settle", and be more stable when it reaches an equilibrium. This is the case for guitar strings one that has been kept under tension for a reasonable period of time will be longer than a brand new string that has never been put under any tension at all. Now, when pushed beyond the elastic limit of the material, the string will outright deform in such a way that it won't fully return to its original shape stretched out permanently. You can already see, there is no realistic value for k at which a string will not be extended by some amount under any non-zero amount of force. The force in our case, is the tension that the string is kept under when in tune (which is between about 50 and 100 newtons, depending on the string and the tuning). That is to say, the force exerted on a string will extend by x, proportional to a constant of the string called "stiffness", k. Regardless of what it's "designed for", Hooke's law says otherwise: I still doubt that there is much actual stretching going on with any string that is brought up to a tension that it is designed for.Ī string at tension will stretch out.
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