If you are looking for training courses in Piping stress analysis, Process Piping Design (ASME B31.3), or Engineering Services; Little P.Eng. for Engineers Training is ready to help you across Calgary, AB, surrounding cities, San Francisco, Bay area California.
CAESAR II Training Bay Area, California; San Francisco; Concord; Berkeley.
Data Input
CAESAR II makes it easy to input and display all the data needed to accurately define a piping system analysis model. Input can be accessed or modified on an element-by-element basis,...
Little P.Eng. for Engineers Training Proudly offers the most affordable courses in California; ASME B31.3 is one of them. This specialist course provides complete comprehensive coverage of ASME B31.3 - Process Piping Code requirements for the design, construction and i...
ASME B31.3 is the governing standard for pressure piping in USA. Also, ASME B31.3 is one of the more commonly used pressure piping codes in the world. The purpose of this 15 hours piping design training course is to provide guidance and instruction in the areas of pi...
This Module in the Welding Institute of Canada’s series on “Fundamentals of Welding Technology” is aimed at creating a general awareness of health and safety aspects of welding and related processes. It is intended to provide a background for welders, welding superviso...
Excellence; Quality, Service, Price, and Trust. Those aren't just words at Little P.Eng. Engineering Services, they are the standards by which we conduct our daily business. If you are looking for technical & engineering excellence, consider us as your professional eng...
Piping loads are classified into three types: sustained loads, occasional loads, and expansion loads. These three types of loads and the corresponding analysis will be discussed in this section in detail.
The failure theories most commonly used in describing the strength of piping systems are the maximum principal stress theory and the maximum shear stress theory (also known as the Tresca criterion).
The maximum principal stress theory forms the basis fo...
The Designer may have more than one thermal expansion or other displacement cycle conditions to consider. Cycles at lower stress ranges are substantially less damaging than cycles at higher stress ranges. ASME B31.3 uses the cycle with the highest stress range (full di...