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2026
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| Online Access: | https://doi.org/10.5281/zenodo.20073734 |
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| _version_ | 1866901373163929600 |
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| author | Švancara, Petr Christopherus |
| author_facet | Švancara, Petr Christopherus |
| contents | <p>## ABSTRACT: Design and Validation of a Super-Rigid Aperiodic Monolith (NSRS-M v12.18-OsB)<br>This report documents the final theoretical synthesis and numerical validation of a high-density, super-rigid metallic composite utilizing an aperiodic lattice structure. The NSRS-M v12.18-OsB model integrates extreme material parameters—specifically Osmium (Os) and Boron-based covalent phases—within a seven-layer Fibonacci sequence (W, Os, B, Mo, Pt, Au, Ti).<br>The core of the system is defined by a unified state integral of coherence, stabilized by a geometric "seal" constant $\kappa_{\Phi} = \Phi^8 \approx 46.9787$. This specific normalization factor was identified as the only mathematical solution capable of suppressing numerical divergence induced by the extreme binding energy of the osmium-boride matrix. Furthermore, the inclusion of a quartic nonlinear impedance operator $(\mathbf{J} \cdot \mathbf{Z})^4$ establishes a state of antifragility, where structural integrity scales exponentially with increasing external impedance.<br>Ultimate forensic audits conducted in the MATLAB environment confirmed an effective Young's modulus of 114.96 GPa and a 100% quantum coherence match. Stress tests involving log-scale impedance spikes demonstrated absolute structural stability, classifying the system as a Static Monolith with zero internal entropy at the singular limit ($t \to 0$). The model is mathematically robust, physically realizable within the limits of advanced metallurgy, and ready for technical implementation in environments requiring total resonance immunity and extreme impact resistance.<br>Keywords: Aperiodic lattices, Fibonacci sequence, Osmium-Boride structures, Nonlinear elastodynamics, Static Monolith, NSRS-M v12.18-OsB.</p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_20073734 |
| institution | Zenodo |
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| publishDate | 2026 |
| publisher | Zenodo |
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| spellingShingle | bez titulu Švancara, Petr Christopherus <p>## ABSTRACT: Design and Validation of a Super-Rigid Aperiodic Monolith (NSRS-M v12.18-OsB)<br>This report documents the final theoretical synthesis and numerical validation of a high-density, super-rigid metallic composite utilizing an aperiodic lattice structure. The NSRS-M v12.18-OsB model integrates extreme material parameters—specifically Osmium (Os) and Boron-based covalent phases—within a seven-layer Fibonacci sequence (W, Os, B, Mo, Pt, Au, Ti).<br>The core of the system is defined by a unified state integral of coherence, stabilized by a geometric "seal" constant $\kappa_{\Phi} = \Phi^8 \approx 46.9787$. This specific normalization factor was identified as the only mathematical solution capable of suppressing numerical divergence induced by the extreme binding energy of the osmium-boride matrix. Furthermore, the inclusion of a quartic nonlinear impedance operator $(\mathbf{J} \cdot \mathbf{Z})^4$ establishes a state of antifragility, where structural integrity scales exponentially with increasing external impedance.<br>Ultimate forensic audits conducted in the MATLAB environment confirmed an effective Young's modulus of 114.96 GPa and a 100% quantum coherence match. Stress tests involving log-scale impedance spikes demonstrated absolute structural stability, classifying the system as a Static Monolith with zero internal entropy at the singular limit ($t \to 0$). The model is mathematically robust, physically realizable within the limits of advanced metallurgy, and ready for technical implementation in environments requiring total resonance immunity and extreme impact resistance.<br>Keywords: Aperiodic lattices, Fibonacci sequence, Osmium-Boride structures, Nonlinear elastodynamics, Static Monolith, NSRS-M v12.18-OsB.</p> |
| title | bez titulu |
| url | https://doi.org/10.5281/zenodo.20073734 |