DEVELOPMENT OF SYNTHETIC ACCELEROGRAMS AND BASELINE CORRECTION METHODS FOR DETERMINISTIC MODELING OF SEISMIC WAVE PROPAGATION

Авторы

  • Muhammad Matanov Karshi state university

Ключевые слова:

Response spectrum, seismic action, stochastic and probabilistic methods, artificial accelerograms, Fast Fourier Transform, seismic excitation model, free-field seismic records

Аннотация

The article focuses on seismic excitation models and methods for generating and processing seismic records. Synthetic accelerograms were developed using probabilistic and stochastic methods following Eurocode 8 standards. The study addresses the correction of baseline errors in accelerograms to ensure accurate velocity and displacement values. Fourier Transform methods are applied to analyze temporal responses.

A proposed model incorporates P and S waves with varying incidence angles and amplitudes to assess their effects on structures. The article also presents a method for calculating transfer functions and transitioning between time and frequency domains. The work enhances seismic analysis accuracy and contributes to safer structural design in earthquake-prone areas.

Библиографические ссылки

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Xolmurodov, A., Matanov, M., & Quzratov, M. (2024, November). Propagation of harmonic plane waves in an elastic half-space. Field equations. In AIP Conference Proceedings (Vol. 3244, No. 1). AIP Publishing.

Kholmurodov, A. E., & Matanov, M. C. (2024). Seismic excitation model of half-space propagation of rayleigh waves. Проблемы вычислительной и прикладной математики, (6 (62)), 45-56.

Xolmurodov, A. E., & Matanov, M. C. (2024). Reflection of sv waves in the elastic half-space. field equations for angles of incidence less than the critical one: Reflection of sv waves in the elastic half-space. field equations for angles of incidence less than the critical one. MODERN PROBLEMS AND PROSPECTS OF APPLIED MATHEMATICS, 1(01).

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Загрузки

Опубликован

2025-04-28

Как цитировать

Matanov , M. (2025). DEVELOPMENT OF SYNTHETIC ACCELEROGRAMS AND BASELINE CORRECTION METHODS FOR DETERMINISTIC MODELING OF SEISMIC WAVE PROPAGATION. Цифровая трансформация и искусственный интеллект, 3(2), 100–108. извлечено от https://dtai.tsue.uz/index.php/dtai/article/view/v3i216