Technical report: the maximum horizontal length of ballistic projectile during volcanic eruption / Noor Maizatul Nazuha Mohamad, Syahirah Afiqah Mohd Taufik and Wan Nurelisha Aqia Wan Zaini

Nowadays, the eruption of the active volcanoes give a big impact to the resident around it. The residents around the volcanoes should know the maximum horizontal length of magma that will flow to avoid any casualties. This project are entirely on calculating the maximum horizontal length of the magm...

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Main Authors: Mohamad, Noor Maizatul Nazuha, Mohd Taufik, Syahirah Afiqah, Wan Zaini, Wan Nurelisha Aqia
Format: Student Project
Language:English
Published: 2016
Subjects:
Online Access:https://ir.uitm.edu.my/id/eprint/110544/1/110544.pdf
https://ir.uitm.edu.my/id/eprint/110544/
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spelling my.uitm.ir.1105442025-02-25T09:25:06Z https://ir.uitm.edu.my/id/eprint/110544/ Technical report: the maximum horizontal length of ballistic projectile during volcanic eruption / Noor Maizatul Nazuha Mohamad, Syahirah Afiqah Mohd Taufik and Wan Nurelisha Aqia Wan Zaini Mohamad, Noor Maizatul Nazuha Mohd Taufik, Syahirah Afiqah Wan Zaini, Wan Nurelisha Aqia Study and teaching Equations Analysis Nowadays, the eruption of the active volcanoes give a big impact to the resident around it. The residents around the volcanoes should know the maximum horizontal length of magma that will flow to avoid any casualties. This project are entirely on calculating the maximum horizontal length of the magma ejected during the eruption based on the types of volcano. This project specified on the special cases which is air drag (Cd) is equal to zero. It consider the spherical shape of the tephra that been burst out from the vent. The derivation started with the Volcanic Ballistic Projectile (VBP). VBP acting by the two forces namely gravitational attraction and drag against the climatic air. Next, one of the subsec­tion from Vector Calculus which is Motion In Space (Velocity and Acceleration) being used. Newton's Second Law of Motion, F = ma is applied after the special cases. By considering the type of volcanoes, a result give a different range of maximum horizontal of the magma flowed. This is because of some factors affecting the surface of volcanoes which is the viscosity of the magma flowed. The low viscosity of the magma permits the magma should venture out down incline causing the least horizontal length of magma travel. 2016 Student Project NonPeerReviewed text en https://ir.uitm.edu.my/id/eprint/110544/1/110544.pdf Technical report: the maximum horizontal length of ballistic projectile during volcanic eruption / Noor Maizatul Nazuha Mohamad, Syahirah Afiqah Mohd Taufik and Wan Nurelisha Aqia Wan Zaini. (2016) [Student Project] <http://terminalib.uitm.edu.my/110544.pdf> (Unpublished)
institution Universiti Teknologi Mara
building Tun Abdul Razak Library
collection Institutional Repository
continent Asia
country Malaysia
content_provider Universiti Teknologi Mara
content_source UiTM Institutional Repository
url_provider http://ir.uitm.edu.my/
language English
topic Study and teaching
Equations
Analysis
spellingShingle Study and teaching
Equations
Analysis
Mohamad, Noor Maizatul Nazuha
Mohd Taufik, Syahirah Afiqah
Wan Zaini, Wan Nurelisha Aqia
Technical report: the maximum horizontal length of ballistic projectile during volcanic eruption / Noor Maizatul Nazuha Mohamad, Syahirah Afiqah Mohd Taufik and Wan Nurelisha Aqia Wan Zaini
description Nowadays, the eruption of the active volcanoes give a big impact to the resident around it. The residents around the volcanoes should know the maximum horizontal length of magma that will flow to avoid any casualties. This project are entirely on calculating the maximum horizontal length of the magma ejected during the eruption based on the types of volcano. This project specified on the special cases which is air drag (Cd) is equal to zero. It consider the spherical shape of the tephra that been burst out from the vent. The derivation started with the Volcanic Ballistic Projectile (VBP). VBP acting by the two forces namely gravitational attraction and drag against the climatic air. Next, one of the subsec­tion from Vector Calculus which is Motion In Space (Velocity and Acceleration) being used. Newton's Second Law of Motion, F = ma is applied after the special cases. By considering the type of volcanoes, a result give a different range of maximum horizontal of the magma flowed. This is because of some factors affecting the surface of volcanoes which is the viscosity of the magma flowed. The low viscosity of the magma permits the magma should venture out down incline causing the least horizontal length of magma travel.
format Student Project
author Mohamad, Noor Maizatul Nazuha
Mohd Taufik, Syahirah Afiqah
Wan Zaini, Wan Nurelisha Aqia
author_facet Mohamad, Noor Maizatul Nazuha
Mohd Taufik, Syahirah Afiqah
Wan Zaini, Wan Nurelisha Aqia
author_sort Mohamad, Noor Maizatul Nazuha
title Technical report: the maximum horizontal length of ballistic projectile during volcanic eruption / Noor Maizatul Nazuha Mohamad, Syahirah Afiqah Mohd Taufik and Wan Nurelisha Aqia Wan Zaini
title_short Technical report: the maximum horizontal length of ballistic projectile during volcanic eruption / Noor Maizatul Nazuha Mohamad, Syahirah Afiqah Mohd Taufik and Wan Nurelisha Aqia Wan Zaini
title_full Technical report: the maximum horizontal length of ballistic projectile during volcanic eruption / Noor Maizatul Nazuha Mohamad, Syahirah Afiqah Mohd Taufik and Wan Nurelisha Aqia Wan Zaini
title_fullStr Technical report: the maximum horizontal length of ballistic projectile during volcanic eruption / Noor Maizatul Nazuha Mohamad, Syahirah Afiqah Mohd Taufik and Wan Nurelisha Aqia Wan Zaini
title_full_unstemmed Technical report: the maximum horizontal length of ballistic projectile during volcanic eruption / Noor Maizatul Nazuha Mohamad, Syahirah Afiqah Mohd Taufik and Wan Nurelisha Aqia Wan Zaini
title_sort technical report: the maximum horizontal length of ballistic projectile during volcanic eruption / noor maizatul nazuha mohamad, syahirah afiqah mohd taufik and wan nurelisha aqia wan zaini
publishDate 2016
url https://ir.uitm.edu.my/id/eprint/110544/1/110544.pdf
https://ir.uitm.edu.my/id/eprint/110544/
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