Applied Engineering Strength of Materials
ETG3533C — APPLIED ENGINEERING STRENGTHS OF MATERIALS
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Course Description
Applied Engineering Strength of Materials takes up where statics leaves off. Statics tells you the forces acting on a member; strength of materials tells you whether the member survives them — the internal stresses produced by applied loads, the deformations that result, and the failure modes that follow.
Within the SCNS taxonomy, ETG is the General Engineering Technology prefix and the C suffix marks an integrated lecture-and-laboratory course. Seminole State publishes ETG3533C at 3 credits, fall and spring, prerequisite ETG2502 or EGN2312, giving approximately 60 contact hours at the standard integrated ratio.
The published content is standard and stable across institutions: normal, bending, shear, and thermal stresses; axial deformation; angle of twist; flexural deformation; shear and moment diagrams; deflections; beams; columns; pressure vessels; and Mohr's circle. Daytona State's laboratory component adds pressure vessel analysis, stress concentration computation, and demonstrations of deformation and stress under load.
This is a course with consequences outside the classroom. Every structural failure is a strength-of-materials problem someone got wrong — and the Florida context makes that concrete, since this state's building stock is designed against wind loads that most of the country never sees.
Learning Outcomes
Required Outcomes
- Determine internal forces in members using free-body diagrams and equilibrium.
- Calculate normal stress and normal strain under axial loading.
- Apply Hooke's law and use the modulus of elasticity and Poisson's ratio.
- Interpret a stress-strain diagram and identify yield, ultimate, and fracture points.
- Calculate axial deformation, including statically indeterminate cases.
- Calculate thermal stress and thermal deformation.
- Calculate shear stress and shear strain, including in bolted and welded connections.
- Calculate torsional shear stress and angle of twist in circular shafts.
- Construct shear and bending moment diagrams for beams under various loadings.
- Calculate bending (flexural) stress and locate the neutral axis.
- Calculate transverse shear stress in beams.
- Determine centroids and moments of inertia of composite cross-sections.
- Calculate beam deflections using standard methods.
- Analyze combined loading and superimpose stresses.
- Perform stress transformation and construct and interpret Mohr's circle.
- Determine principal stresses and maximum shear stress.
- Analyze thin-walled pressure vessels for hoop and longitudinal stress.
- Analyze columns for buckling using Euler's formula and describe end conditions.
- Apply factors of safety and allowable stress design.
- Describe stress concentration and its practical significance.
- Perform laboratory measurements of deformation and stress and interpret the results.
- Report analysis and experimental work to professional technical standard.
Optional Outcomes
- Describe fatigue and cyclic loading.
- Describe failure theories for ductile and brittle materials.
- Describe creep and time-dependent deformation.
- Use strain gauges and describe their application.
- Introduce finite element analysis and its limits.
- Analyze statically indeterminate beams.
Major Topics
Required Topics
- Internal forces and free-body diagrams
- Normal stress and strain
- Hooke's law; elastic constants
- The stress-strain diagram
- Axial deformation
- Thermal stress and deformation
- Shear stress; connections
- Torsion and angle of twist
- Shear and bending moment diagrams
- Bending stress and the neutral axis
- Transverse shear in beams
- Centroids and moments of inertia
- Beam deflection
- Combined loading
- Stress transformation and Mohr's circle
- Principal stresses
- Thin-walled pressure vessels
- Column buckling and Euler's formula
- Factor of safety and allowable stress
- Stress concentration
- Laboratory measurement of stress and deformation
- Technical reporting
Optional Topics
- Fatigue and cyclic loading
- Failure theories
- Creep
- Strain gauges
- Introduction to finite element analysis
- Statically indeterminate beams
Resources & Tools
- Mechanics of Materials (Hibbeler) — the dominant text in Florida programmes; the worked examples are the study method.
- Applied Strength of Materials (Mott) — written specifically for engineering technology, and a better fit for a course titled "Applied."
- Mechanics of Materials (Beer, Johnston, DeWolf & Mazurek) — the other standard, stronger on derivation.
- Schaum's Outline of Strength of Materials — inexpensive and problem-dense.
- eFatigue, MatWeb, and eFunda — free material property and stress-concentration references.
- AISC Steel Construction Manual and the ACI 318 concrete code — the professional references this course prepares you to read; many programmes provide access.
- Autodesk Fusion 360 or SolidWorks Simulation — student licences are typically free or inexpensive; useful for FEA once you can check the result by hand. See the FEA flag below.
- Engineering Statics and Mechanics of Materials open textbooks — free via OpenStax, LibreTexts, and Engineering Statics (Baker & Haynes).
- Dr. Structure / EducativeTechnologies and The Efficient Engineer on YouTube — free, and unusually clear on shear and moment diagrams and Mohr's circle.
- A calculator you know well, plus Python or a spreadsheet for repetitive section-property calculations.
Career Pathways
- Civil/structural engineering technologist — SOC 17-3022; the direct destination.
- Mechanical engineering technologist — SOC 17-3027; machine design and component sizing.
- Structural drafting and design support — preparing and checking structural drawings.
- Construction inspection and materials testing — a strong Florida market given the volume of construction.
- Building code and plan review — county and municipal building departments across Florida.
- Aerospace structures support — Space Coast manufacturers and launch providers.
- Failure analysis and forensic engineering support — Florida has a substantial practice built around hurricane and construction-defect claims.
- Product design and testing — manufacturing across Central Florida.
- Threshold inspection — a specifically Florida role tied to the state's structural inspection requirements.
- Continuation toward a P.E. is possible but not direct from a technology degree — see the articulation flag.
Special Information
⚠ Statics is not a formality — arrive able to draw a free-body diagram
- Every problem in this course begins with a free-body diagram and an equilibrium calculation. If that is not automatic, you will spend the term relearning statics while new material accumulates.
- The prerequisite differs by institution — Seminole State accepts ETG2502 or EGN2312; Daytona State's split version requires EGN3311 (the upper-division statics). This repository publishes guides for ETG2502, ETG2520, and EGN3331C, and the statics-positioning note in those guides applies here.
- Shear and moment diagrams are the gate. Students who can draw them confidently find beam analysis straightforward; students who cannot never recover, because bending stress, transverse shear, and deflection all depend on them. Practise these until they are boring.
- Moments of inertia of composite sections are the other reliable stumbling block, and the parallel axis theorem is where the arithmetic errors live. Work them systematically in a table, every time.
- Sign conventions are not optional. Adopt your textbook's convention and never mix it with another source's. Most wrong answers in this course are sign errors, not conceptual errors.
- Units are a constant hazard — psi versus ksi, inches versus feet, and the pound-mass/pound-force distinction. Carry units through every step.
⚠ Mohr's circle is a tool for seeing, not a formula to memorize
- The point of stress transformation is that stress depends on the plane you look at. The same loaded element shows different normal and shear stresses on differently oriented faces, and failure occurs on the worst one.
- Mohr's circle is a graphical solution to the transformation equations. Drawing it makes principal stresses and maximum shear stress obvious rather than algebraic.
- Learn to draw it by hand even if software is available. The construction encodes the relationships, and an engineer who can sketch it can sanity-check any computed result.
- Angles on the circle are twice the physical angles. This is the single most common error, and it is worth writing on your formula sheet.
- Connect it to failure. Ductile materials tend to fail in shear on the plane of maximum shear stress; brittle materials tend to fail in tension on the principal plane. Mohr's circle tells you where both are.
⚠ Factor of safety, and the FEA trap
- A factor of safety is not a fudge factor. It accounts for material variability, load uncertainty, fabrication tolerance, degradation over time, and the consequences of failure — and the value is set by code and by consequence, not by preference.
- Codes govern real work. The Florida Building Code, the AISC steel specification, and ACI 318 all embed allowable-stress or load-and-resistance-factor methods that this course is the foundation for. Rule 11 applies — the Florida Building Code is amended on a regular cycle, so verify the edition in force for your jurisdiction and project.
- Florida's wind loads are the local reality. Post-Andrew code revisions made this state's structural requirements among the most demanding in the country, and connection design — the point where members meet — is where hurricane failures concentrate. A member sized correctly and connected badly still fails.
- ⚠ Finite element analysis will give you a colourful wrong answer without complaint. FEA software applies whatever loads, restraints, and material properties you specify, and it does not know when they are nonsense. The hand calculation is what tells you the simulation is plausible, and that is the professional reason this course is taught before the software. Mesh quality, boundary conditions, and singularities at re-entrant corners all produce confidently wrong stresses.
- Stress concentrations are why parts fail at holes and fillets. A nominal stress well below yield can be tripled at a sharp corner, and fatigue cracks start exactly there.
- Deflection often governs before strength does. A beam that is strong enough may still be unacceptably springy, and serviceability limits are code requirements in their own right.
⚠ Integrated here, split elsewhere — check which number your programme requires
- Seminole State publishes ETG3533C as one integrated 3-credit course.
- Daytona State splits it into ETG3533 "Engineering Strength of Materials" (2 credits) with corequisite ETG3533L "Engineering Strength of Materials Lab" (1 credit) — three credits total across two numbers, offered spring.
- Under SCNS the suffix is part of the number and equivalency does not cross it. ETG3533C, ETG3533, and ETG3533L are three distinct courses.
- Prerequisites differ too — ETG2502 or EGN2312 at Seminole, EGN3311 at Daytona — which can create an unexpected additional requirement on transfer.
- Related numbers to be aware of: EGN3331 / EGN3331C is the engineering-side equivalent (this repository publishes a guide for it), and EGN2332C is the sophomore-positioned version. Programmes generally use one consistently with their statics positioning.
- Get transfer evaluated in writing.
⚠ Only about two Florida institutions carry this number — hedge accordingly
This course number appears at roughly two institutions statewide, and — as the sections above document — they do not agree on title, credit value, or scope. Content varies far more than it would for a widely taught course. Read your own institution's catalog description and syllabus rather than assuming this guide describes your section, and have any transfer evaluated in writing before you rely on it.
⚠ Engineering technology is not engineering — the articulation asymmetry
The transfer fact that costs students the most time when they learn it late.
- B.S. and B.A.S. engineering technology degrees are applied degrees, distinct from A.B.E.T.-accredited engineering programmes, and the credit does not flow freely between them.
- Engineering technology mathematics does not substitute for the engineering sequence. EGN2045 / EGN3046 ("Engineering and Technology Calculus") typically does not satisfy MAC2311 / MAC2312 for an engineering major. The asymmetry runs one way: the engineering sequence will satisfy the technology requirement, not the reverse.
- The FE exam pathway differs. Florida's PE licensure route under Chapter 471, F.S. is built around an A.B.E.T.-EAC accredited engineering degree. Graduates of engineering technology programmes face additional experience requirements, and the rules have changed over time. Rule 11 applies — verify with the Florida Board of Professional Engineers and NCEES directly, not from a programme brochure.
- This does not make the degree lesser. Engineering technology graduates are hired as engineers in fact if not in title across Florida's aerospace, defence, power, construction, and manufacturing sectors. The point is only that the two paths are not interchangeable, and switching later is expensive.
- Decide early and confirm in writing. If there is any chance you will pursue an A.B.E.T.-EAC engineering degree, take the engineering mathematics and physics sequence from the start.
How Florida course levels affect transfer
The first digit of an SCNS number denotes the year of offering, not transferability. Courses at the 1000 and 2000 levels transfer transparently between Florida public institutions, and 3000 to 4000 is unproblematic since both are upper division. The boundary that actually matters is 2000 to 3000, where lower-division credit generally cannot satisfy an upper-division requirement.
ETG3533C is 3 credits and approximately 60 contact hours, offered fall and spring at Seminole State. Expect a problem-heavy lecture with an integrated laboratory including tension testing, deflection measurement, and pressure vessel work, with formal reports. This is a demanding course by reputation and in fact — budget real weekly problem-solving time, because the only way through is worked problems.