Samuel H. MAKARIOUS

7076

ON THE MATHEMATICAL THEORY OF TIDAL WAVE PROPAGATION

Öz The vertical structure of tbe tidal-wave-propagation is expressed in terms of the Solutions ta a second-order linear inhomogeneous differential equation, with variable coefficient. In tbe present paper, analytical expressions for tbese Solutions are obtained, for tbe first tiuıe, thıough tbe simulation of the İnhomogeneous term, responsible for exciting tbe observed tiues.

Anahtar Kelimeler:

MATHEMATICAL, THEORY, WAVE PROPAGATION

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Ankara Üniversitesi – Communications Faculty of Sciences University of Ankara Series C Biology Dergisi

Communications Faculty of Sciences University of Ankara Series C Biology-Cover

ISSN: 1303-6025
Yayın Aralığı: Yılda 2 Sayı
Başlangıç: 1943
Yayıncı: Ankara Üniversitesi

Arşiv

Sayıdaki Diğer Makaleler

REFRACTION IN THE CASE OF VELOCİTY INCREASING LINEARLY WITH DEPTH AND DIPPING REFRACTOR

EVALUATION OF THE GEOCHEMICAL STREAM SEDİMENT DATA FROM THE BELGIAN ARDENNES

AMOEBOID CELLS IN THE OVARIOLAR SHEATH OF THE LATE LAST INSTAR LARVAE OF AGROTIS IPSILON (HUFNAGEL) (LE- PIDOPTERA: NOCTUIDAE)

Zekiye SULUDERE

ON THE MATHEMATICAL THEORY OF TIDAL WAVE PROPAGATION

Samuel H. MAKARIOUS

A COMPARATIVE STUDY ON THE FINE STRUCTURES OF THE POLLEN WALLS AND ANNULİ IN SOME TURKISH BETULACEAE, MORACEAE, CANNABACEAE, HALORAGACEAE.

Sevil PEHLİVAN

FEMALE GENITALIA OF A SPECIES OF SPIDER LIVINGIN TURKEY (ARANEAE; DRASSIDAE)

THE ORE MICROSCOPIC INVESTIGATION OF THE BAKACAK (ORDU) PB-ZN-CU-ORE DEPOSİT

A NEW RECORD OF PİPİSTRELLUS PİPİSTRELLUS ALADIDN FOR TURKEY