CA Seismic Principles Exam

EET offers a Seismic Principles review class for the California Seismic Principles Exam.

Seismic Design Principles Using 2018 IBC (2019 CBC, AISC 7-16) version

The Seismic Design Principles, Using 2018 IBC (2019 CBC,AISC 7-16) version book includes lecture notes, multiple-choice questions with detailed solutions to prepare and pass the California Seismic Exam. The book covers the following as notes on the Board for Professional Engineers, Land Surveyors, and Geologists site:

The California practice of seismic design, seismic analysis or seismic evaluation of new and existing civil engineering projects such as:

Buildings
Non-buildings structures
Non-structural components, equipment, and lifelines

This area of practice is structured into six primary content areas:

Seismic Data and Seismic Design Criteria
Seismic Characteristics of Engineered System
Seismic Forces: Building Structures
Seismic Forces: Non-Building Structures, Components, and Equipment
Seismic Analysis ProceduresSeismic Detailing and Construction Quality Control
Seismic Detailing and Construction Quality Control

Course Offering Plan

	10-week On-Demand (available July 2020)**	20-week On-Demand (available July 2020)**	12-week Live Webinar (available March 2021)
Price	$549	$949	$1,149
Duration	Unlimited access to course content for 10 weeks from the date of registration	Unlimited access to course content for 20 weeks from the date of registration	12 weeks of scheduled instructions plus unlimited access to course content for 16 weeks from the date of registration
Course Materials
Lecture Videos	✓	✓	✓
FE-Civil Exam-Style Practice Problems	✓	✓	✓
Timed, Full-length Simulation Exams	✓	✓	✓
Printed Study Materials	✓	✓	✓
Course Structure
Live Lectures			✓
Lecture Recordings	✓	✓	✓
Workshops/ Practice Sessions*	✓	✓	✓
Begin Studying Immediately	✓	✓	✓
Support
Anytime, Anywhere Content Access	✓	✓	✓
24/7 E-mail Support	✓	✓	✓
Other Policies***
Discounts	✓	✓	✓
Risk-Free Enrollment	✓	✓	✓
Free Repeat Registration	✓	✓	✓

**The newly designed course will be launched in July 2020.
*** See the policies page.

Live Webinar Info & Schedule

The review course for the California Seismic PE Exam will be held on Saturdays.
Fees include a book and simulated CBT exams.
Time on the schedule is shown in Pacific Standard Time.
The live Webinar uses Adobe Connect software. You only need an internet connection and browser to join the session.
Webinar sessions are very interactive. The instructor uses PowerPoint slides simulating an effective classroom setting.
The live webinar sessions are recorded for you. They are available for you until the exam date.

Date and Time (PST)	Class Content
Saturday, Aug. 1, 2020 7:30 AM-4:30 PM	Basic Seismology, Earthquake Characteristics, Vibration Theory, Introduction to Seismic Codes
Wednesday, Aug. 5, 2020 5:00 PM-7:00 PM	Introduction to Seismic Codes (Cont’d)
Saturday, Aug. 8, 2020 7:30 AM-4:30 PM	Seismic Analysis of Building Structures
Wednesday, Aug. 12, 2020 5:00 PM-7:00 PM	Seismic Analysis of Building Structures (Cont’d)
Saturday, Aug. 15, 2020 7:30 AM-4:30 PM	Seismic Analysis of Building Structures (Cont’d)
Wednesday, Aug. 19, 2020 5:00 PM-7:00 PM	Seismic Analysis of Building Structures (Cont’d)
Saturday, Aug. 22, 2020 7:30 AM-4:30 PM	Diaphragm Theory
Wednesday, Aug. 26, 2020 5:00 PM-7:00 PM	Diaphragm Theory (Cont’d)
Saturday, Aug. 29, 2020 7:30 AM-4:30 PM	Non-Building Structures, Non-Structural Components, Detailing of Wood Structures
Wednesday, Sep. 2, 2020 5:00 PM-7:00 PM	Detailing of Wood Structures (Cont’d)
Saturday, Sep. 5, 2020 7:30 AM-4:30 PM	Detailing of Wood Structures (Cont’d), Detailing of Steel, Concrete and Masonry Structures, Geotechnical Hazard, and Retrofit of Structures
Wednesday, Sep. 9, 2020 5:00 PM-7:00 PM	Special Inspection, Structural Observation and Professional Engineering Act
Saturday, Sep. 19, 2020 7:30 AM-4:30 PM	Exam tips and strategy. Simulation Exam I – Solving and discussing 55 exam-like questions
Friday, Sep. 25, 2020 9:00 AM-11:30 AM and 1:00 PM-3:00 PM	Simulation Exam II. Discussion of Solution