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Meccanica (2022) 57:30333049 https://doi.org/10.1007/s11012022016127Approximate closedform solutions for vibration of nanobeams of local/nonlocal mixture Uurcan Erolu Giuseppe RutaReceived: 17 August
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Approximate closed-form solutions are mathematical expressions that provide simplified or near-exact answers to complex problems, particularly in fields such as finance, physics, and engineering.
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Individuals or entities involved in specific assessments, such as those in finance or research, may be required to file approximate closed-form solutions as part of their reporting processes.
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To fill out approximate closed-form solutions, one should gather the necessary data, apply the appropriate formulas, and ensure that the results are documented correctly in any required reporting format.
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The purpose of approximate closed-form solutions is to provide a practical and efficient way to analyze complex models or equations without the need for extensive computational resources.
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Reported information typically includes the parameters used, assumptions made, the methodology applied, and the resulting values derived from the approximate closed-form solutions.
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