Course Syllabus

OLFU VISION

A premier inclusive university of choice aspiring to improve man as man by developing individuals through a legacy of excellent education and compassionate value formation.

OLFU MISSION

           CORE VALUES AND GRADUATE ATTRIBUTES

The Our Lady of Fatima University, together with Fatima Medical Science Foundation, Inc., is dedicated to the improvement of man as man through the holistic formation of individuals imbued with knowledge, skill, and virtues.

A – Aspires to do his Best

C – Credible and Compassionate

H – Hardworking and Honorable

I  –  Inspiration to Others

E – Efficient, Effective and Ethical

V – Visionary

E – Entrepreneurial, Employable and  Excellent Work Habits

R – Responsible

COLLEGE VISION

COLLEGE MISSION

We are the topnotch provider and college of choice for quality maritime education in year 2020.

We educate our learners to be globally competent and evidence-based maritime practitioners.

PROGRAM EDUCATIONAL OBJECTIVES (PEO)

PROGRAM OUTCOMES (PO)

The BSMarE program aims to:

         The general program educational objective is to produce competent merchant marine officers and qualified to pursue professional career or advanced studies in related maritime field of specialization:

        a) Produce competent merchant marine engineering officers on seagoing ships of 750kW propulsion power or more and qualified to pursue a professional career or advanced studies in related maritime field of specialization

The BSMarE program graduates are expected to:

a)      A graduate of BSMarE shall be able to demonstrate the ability to perform the competence, at the operational level under Table A-III/1 and some elements of Table-A III/2 of the STCW Code. 

b)     Engage in lifelong learning and understanding of the need to keep abreast of the developments in Maritime practice. (PQF level 6 descriptor):

c)      Communicate orally in writing both English and Filipino

d)     Work  independently and in multi-disciplinary and multi-culture teams, (PQF level 6 descriptor);

e)     Act in recognition and practice of professional, social, and ethical accountability and responsibility; and

f)       Preserve and promote “Filipino historical and cultural heritage” (RA 7722)

g)     Apply knowledge in mathematics, science and technology in solving problems related to profession and the workplace;

h)     Evaluate the impact and implications of various contemporary issues in the global and social context of the profession;

i)       Engage in lifelong learning and to keep abreast with developments in the field of specialization and/or profession;

j)       Use appropriate techniques, skills and modern tools in the practice of the profession in order to remain globally competitive; and

k)      Conduct research using appropriate methodologies

COLLEGE

MARITIME EDUCATION

COURSE DESCRIPTION

The course deals with mathematical calculation and measurement involving perimeter and areas of plane figures, surface area and length of lines and volumes of prisms, cylinders, cubes, parallelepiped and spheres., deals with the Trigonometric Functions of an acute angle, the right Triangle Application, Oblique Plane Triangles and Spherical Trigonometry. The theories that are explained in this course are aligned with the practical applications to spherical trigonometry, applies to the six fundamental aspects of differential calculus and definite or indefinite integral.

COURSE  OUTCOMES (CO)

CO1: Differentiate the classification of polygons related to plane figures perimeters and areas, geometric solids and spheres surface areas and volumes.

 CO2:  Solve Right and Oblique Spherical Triangles.

               Use Napier’s Rules, law of sines and cosines for sides and angles     

                formulae for calculation of

               Spherical Triangles.

CO3:  Apply the fundamental concepts of differential and integral calculus (algebraic functions, trigonometric functions and integrations) in practical situations.

.

PROGRAM

MARINE ENGINEERING

COURSE CODE

Spherical trigonometry, solid mensuration and Integral Calculus

DESCRIPTIVE TITLE

Spec 111

PRE

REQUISITE(S)

NONE

CREDIT

UNITS 

3 UNITS

CONTACT HOURS

PER SESSION:

5

Lecture: 3 Hrs

Laboratory: 0 Hrs

Knowledge of basic engineering science which deemed to provide the depth of knowledge required by the Standards of Competence in table A-lll/1 of section A-lll/1 of the STCW for officer in charge of an engineering watch

Demonstrate the ability to perform, at the operational level, the tasks, duties and responsibilities listed in column 1 of Table A-IIl/1 under Section A-IIl/1 of the STCW Code;

Meet the competencies and provisions stated in IMO Model Course 7.04 at appendix 2

Topic 1

Plane Figures

Week 1 & 2(3-lec 0-lab) 3hrs

Geometric solid

Week 3 & 4(3-lec 0-lab) 3hrs

Sphere

Week 5 (3-lec 0-lab) 3hrs

Knowledge of basic engineering science which deemed to provide the depth of knowledge required by the Standards of Competence in table A-lll/1 of section A-lll/1 of the STCW for officer in charge of an engineering watch

Demonstrate the ability to perform, at the operational level, the tasks, duties and responsibilities listed in column 1 of Table A-IIl/1 under Section A-IIl/1 of the STCW Code;

Meet the competencies and provisions stated in IMO Model Course 7.04 at appendix 2

Introduction to Spherical Trigonometry

Week 7 (3-lec 0-lab) 3hrs

Right Spherical Trigonometry

Week 8 - 9(3-lec 0-lab) 3hrs

Oblique  Spherical Trigonometry

Week 10 – 11 (3-lec 0-lab) 3hrs

Competence: Knowledge of basic engineering science which deemed to provide the depth of knowledge required by the Standards of Competence in table A-lll/1 of section A-lll/1 of the STCW for officer incharge of an engineering watch

Demonstrate the ability to perform, at the operational level, the tasks, duties and responsibilities listed in column 1 of Table A-IIl/1 under Section A-IIl/1 of the STCW Code;

Meet the competencies and provisions stated in IMO Model Course 7.04 at appendix 2

The Derivative of an Algebraic Functions

Week 13 - 14 (3-lec 0-lab) 3hrs

Derivative of Trigonometric Functions

Week 15 (3-lec 0-lab) 3hrs

Integration

Week 16 - 17 (3-lec 0-lab) 3hrs