You are currently viewing Important Facts: Quiz on Pressure Loss in Pipes II 7 MCQs with Explanations

Important Facts: Quiz on Pressure Loss in Pipes II 7 MCQs with Explanations

Pressure Loss in Pipe Flow Quiz

1. What is the primary cause of pressure loss in straight pipes?

Friction between the fluid and the pipe wall is primarily caused by:

2. What causes pressure loss in bends, elbows, valves, or fittings?

The change in flow direction or velocity in bends, elbows, valves, or fittings leads to pressure loss due to:

3. Which factor affects the Darcy friction factor in the Darcy-Weisbach equation?

The Darcy friction factor in the Darcy-Weisbach equation is influenced by:

4. What is the Darcy-Weisbach equation used to calculate?

The Darcy-Weisbach equation is commonly used to calculate:

5. How is the Reynolds number calculated?

The Reynolds number, a dimensionless parameter characterizing the flow regime, is calculated as:

6. What is the significance of the Reynolds number in pipe flow?

The Reynolds number helps characterize the flow regime as either:

7. How can the Darcy friction factor be determined?

The Darcy friction factor can be calculated using various methods, including:

Short Article on Pressure Loss in Pipes

Pressure loss is a significant concern in pipe flow applications, as it can lead to reduced efficiency, increased energy consumption, and even equipment damage. Several factors contribute to pressure loss in pipes, including:

  • Friction: Friction between the fluid and the pipe wall is the primary cause of pressure loss in straight pipes. The roughness of the pipe wall, the pipe diameter, and the fluid properties all influence the frictional pressure loss.
  • Changes in size and shape or direction of flow: When fluid flows through bends, elbows, valves, or fittings, there is a change in flow direction or velocity, which can lead to pressure loss. These pressure losses are typically greater than those in straight pipes due to the increased turbulence and energy dissipation.
  • Obstructions: Obstructions such as debris, valves, or fittings can also cause pressure loss. The degree of pressure loss depends on the size and shape of the obstruction and the flow velocity.

The Darcy-Weisbach equation is a commonly used formula to calculate pressure loss due to friction in pipes. The equation is:

hf = f * (L/D) * (V^2/2g)


  • hf is the head loss due to friction (m)
  • f is the Darcy friction factor (dimensionless)
  • L is the pipe length (m)
  • D is the pipe diameter (m)
  • V is the flow velocity (m/s)
  • g is the gravitational constant (9.81 m/s²)

The Darcy friction factor depends on the pipe roughness and the Reynolds number, which is a dimensionless parameter that characterizes the flow regime. The Reynolds number is calculated as:

Re = VD/ν


  • ν is the kinematic viscosity of the fluid (m²/s)

The flow regime can be either laminar or turbulent. Laminar flow is characterized by smooth, orderly flow lines, while turbulent flow is characterized by random, chaotic flow lines. Turbulent flow typically occurs at higher Reynolds numbers than laminar flow.

The Darcy friction factor can be calculated using various methods, including Moody’s diagram and the Colebrook equation. Moody’s diagram is a graphical representation of the friction factor as a function of the Reynolds number and the relative roughness of the pipe. The Colebrook equation is an implicit equation that must be solved iteratively.

Once the Darcy friction factor is determined, the pressure loss due to friction can be calculated using the Darcy-Weisbach equation. The total pressure loss in a piping system can be determined by summing the pressure losses due to friction and other factors, such as changes in elevation, bends, and fittings.

Don’t miss the Course on Effective Isometrics Management: Check Now

Enrollment Link

Recommended courses (Published on EPCLand)

  1. Complete Course on Piping Engineering
  2. Basics of Piping Engineering
  3. Piping Layout Engineering
  4. Piping Material Engineering 
  5. Piping Stress Analysis
  6. Material Requisitions 
  7. Piping Material Specifications
  8. Valve Material Specifications
  9. Plant Design & Layouts-OISD 118
  10. Isometric Management

Library of Technical Articles

Don’t miss out the collection of 15+ articles on following topics:

Video details of Complete Course on Piping Engineering

Complete Course Details

Why Enroll in the EPCLand

Proven Track Record– PTR

Activities & Achievements before launching EPCLand
  • Published more than 50+ short courses
  • 3000+ Enrolments
  • More than 3,500,00 Minutes of watch hours in the last 2 years
  • 4000+ Students in 100+ Countries
  • Rating of 4+ out of 5
  • 1000+ YouTube Videos
  • 8K+ Subscribers

What Students will Learn

  • Codes & Standards of the Energy Sector
  • Piping Material Engineering
  • Piping Layout Engineering
  • Stress Analysis

Interesting facts

  • All the published courses have been developed by Industry Experts with more than 2 decades of experience
  • Content is based on Practical experience and real-time problems.
  • Content is designed and organized in such a manner that it can be easily grabbed.
  • Complete website, Blogs and Quiz sections are Planned, Designed and published by myself (About me: Atul Singla)
  • Complete flexibility of Time & Location, Students can access the content from anywhere & anytime
  • Moreover, once enrolled, the content can be access as many times as you want, which helps in understand the fundamentals in a better way.


In conclusion, our courses are meticulously crafted by industry experts with over two decades of hands-on experience. The content is rooted in practical knowledge, addressing real-time problems. The material is thoughtfully designed and organized for easy comprehension. Every aspect, from the website to blogs and quizzes, has been planned, designed, and executed by Atul Singla, ensuring a comprehensive and seamless learning experience. With the flexibility of accessing the content at any time and from any location, students have the freedom to learn on their terms. Furthermore, enrollment grants unlimited access, allowing learners to revisit the material as often as needed, fostering a deep understanding of the fundamentals.

Leave a Reply