CODE 101123 ACADEMIC YEAR 2021/2022 CREDITS 9 cfu anno 1 MARITIME SCIENCE AND TECHNOLOGY 10948 (L-28) - GENOVA SCIENTIFIC DISCIPLINARY SECTOR ING-IND/01 LANGUAGE English TEACHING LOCATION GENOVA SEMESTER 2° Semester TEACHING MATERIALS AULAWEB OVERVIEW The course deals with the ship buoyancy and stability, with a specific focus on the operational life of the ship. Topics are going to be treated both from a theroetical and a practical point of view. The matter plays a siginficant role in the context of ship safety. AIMS AND CONTENT LEARNING OUTCOMES The course provides knowledge about the buoyancy and the stability of ships, both in intact and damaged conditions, with appropriate reference to relevant IMO regulations. Specific attention will be given also to some operational aspects e.g. to cargo handling and stowage. AIMS AND LEARNING OUTCOMES The course enables the capability of: Evaluate the ship equilibrium in a specific laoding condition and the evaluation of the relevant stability as well; Prrevent dangerous situations in relation with shift and lift of weights, liquid free surface and inclining effects Understand the basic physics of a ship in damaged condition Understand the stability requirements for a ship in intact or damage condition PREREQUISITES - TEACHING METHODS Lectures in classroom (the remote mode is provided as well); practical applications together and individually; interactions and discussion on some selected topics. SYLLABUS/CONTENT Introduction to the concept of safety; FLAG STATE, PORT STATE, IMO (Conventions and Codes), IACS First order moments (of area, mass,…) Moment of inertia - second order moments (or area, mass,…) Introduction to lines plan – offset Hydrostatics Bonjean Tables Cross Curves Archimedes Principle The calculation of the ship weight Loading and unloading of weights Shift of weights on board The ship equilibrium The metacentric methodology for the ship equilibrium calculation Euler’s theorem The nature of equilibrium: ship stability Metacentric height Comments on the roll period Righting moment and righting arm Heeling moment due to the shift of weight in the transverse plan (Y,Z) Wind heeling moment Heeling moment due to turning at high speed Free surface correction Lightship weight evaluation Inclining test Intact Stability code IS Code – specific focus on weather criterion The constant displacement method for the evaluation of the equilibrium condition of a ship in damages condition The addition of weight method for the evaluation of the equilibrium condition of a ship in damages condition Floodable length curve and permissible length curve Deterministic SOLAS requirements Probabilistic SOLAS 2009 Safe Return to Port Grounding RECOMMENDED READING/BIBLIOGRAPHY The IMO safety rules relevant to the intact and damaged ship stability that are available on aulaweb. TEACHERS AND EXAM BOARD PAOLA GUALENI Ricevimento: place: villa cambiaso time: students are invited to send an email or to pop up in office in order to agree about the time In case students are not able to reach villa cambiaso, a remote meeting can be arranged on TEAMS BENEDETTO PIAGGIO Exam Board PAOLA GUALENI (President) NICOLA PETACCO BENEDETTO PIAGGIO (President Substitute) FEDERICO SILVESTRO (President Substitute) LESSONS LESSONS START https://corsi.unige.it/10948/p/studenti-orario Class schedule The timetable for this course is available here: Portale EasyAcademy EXAMS EXAM DESCRIPTION Oral exam: discussion of an assignement * previously developed and questions about the topics developed during the semester *Assignement is about basic application of ship hydrostatics and stability (practical calculations) ASSESSMENT METHODS With the wrtten assignement, students will be requested to give evidence about capability to apply in practice the theorethical methodologies with the proper critical attitude toward results. Questions of the oral test are aimed to assess the capability of the students to discuss about theorethical and practical aspects of ship hydrostatics and stability. Specific attention will be given to the capability of indicating the basic assuptions together with the input data, the target of the procedure and its rational developement. Exam schedule Data appello Orario Luogo Degree type Note 20/01/2022 09:30 GENOVA Orale 02/02/2022 09:30 GENOVA Orale 16/02/2022 09:30 GENOVA Orale 14/06/2022 14:30 GENOVA Orale 28/06/2022 09:30 GENOVA Orale 19/07/2022 09:30 GENOVA Orale 14/09/2022 09:30 GENOVA Orale