Made byBobr AI

Thermal Performance of a New Coiled Tube Heat Exchanger

Experimental study on figure-eight helical coil heat exchangers, exploring the impact of hot water inlet temperature and flow rate on heat transfer efficiency.

#heat-exchanger#mechanical-engineering#thermodynamics#thermal-performance#helical-coil#fluid-dynamics#energy-efficiency
Watch
Pitch
University of Karbala
Engineering College
Mechanical Engineering Department

Experimental Investigation of the Thermal Performance of a New Coiled Tube Heat Exchanger

A Project Submitted in Partial Fulfillment of Requirements for the Degree of Bachelor of Science in Mechanical Engineering
By
Faleh Mahdi Jasim | Arshad Yaseen Muhawes | Mohammad Jawad Kadhem
Supervised by
Assist. Prof. Abdalrazzaq Al-Shammari
May / 2026
Made byBobr AI

Presentation Outline

1
Introduction & Background
Heat exchangers, problem statement, objectives
2
Literature Review
Flow techniques, types of HX, helical coil HX
3
Theoretical Calculations
Heat transfer rate, Nusselt number, Reynolds number, LMTD
4
Experimental Apparatus & Procedure
Test rig, thermocouples, flow meters, procedure
5
Results & Discussion
Nu number, heat transfer coefficient, heat transfer rate, Re
6
Conclusions & References
Key findings and references
Made byBobr AI
Chapter 1
Introduction

1.1 What is a Heat Exchanger?

A heat exchanger is a device for transferring thermal energy from a high-temperature fluid to a low-temperature fluid. Widely used in refrigeration, air conditioning, chemical industry, power plants, and internal combustion engine cooling.

1.2 Shell & Helical Pipe Heat Exchanger (HTHE)

One of the simplest and most widely used types. Consists of two concentric pipes — one fluid flows inside the inner helical pipe, the other flows in the annular space (counterflow). Efficiently transfers heat without direct mixing.

1.3 Problem Statement

Experimental study of forced convection in a coiled circular pipe. Smooth twisted pipes significantly impact fluid flow, heat transfer improvement, and reduced pressure drop.

Made byBobr AI
Chapter 1 — Continued
Objectives & Applications

Study Objectives

1
Thermal & Flow Performance
Investigate effects of helical shape using water as working fluid on thermal and flow fields and Performance Evaluation Criterion (PEC).
2
Friction Characteristics
Study effects of helical shape on friction in circular pipe side.
3
Cold Water Velocity Effects
Examine effects of cold water velocity range (0.293 – 0.646 m/s) on thermal and flow fields.

Applications

Condensers & Evaporators
Oil Radiators
Food Industry
Nuclear Reactors
Renewable Energy Systems
Air Conditioning & Thermal Storage
Industrial Boilers & Furnaces
Chemical Reactors & Piping Systems
Reynolds numbers range: 8,000 – 13,000 | Hot water temperature: 40–70°C | Cold water flow: 5–11 LPM
Made byBobr AI
Chapter 2
Literature Review
Yuan et al. [11]
Experimental study of double shell-passes multi-layer helically coiled pipes heat exchanger (DSMHCTHE). Results showed:
  • Heat transfer rate increased by 5.1% to 12.9%
  • Overall heat transfer coefficient improved by 21.5% to 29.0%
  • Shell-side coefficient increased by 36.2% to 47.5%
  • Comprehensive performance improved by 12% vs. traditional MHCTHE
Inyang et al. [12]
Compared helical coil heat exchangers (HCHE) with straight pipe HX. HCHE demonstrated superior heat transfer performance due to secondary flow development inside the helical pipe. Heat transfer coefficient increased with curvature ratio.
LI Ya-xia et al. [13]
Spiral corrugation further enhances heat transfer of smooth helical pipe via additional swirling motion. Helical pipes with spiral corrugation show 50–80% increase in heat transfer; flow resistance 50–300% larger than smooth helical pipe.
Ahmed et al. [14]
Al₂O₃/water Nanofluid in helically coiled pipe studied numerically. Reduction in outer wall temperature at low Reynolds numbers (200, 600, 1500). Heat transfer increases compared to straight pipe due to secondary flow mixing.
Made byBobr AI
Chapter 3
Theoretical Calculations
1. Heat Transfer Rate
Qwp = wp × Cwp × (ToTi)
Qwater = w × Cw × (ToTi)
2. Heat Transfer Coefficient
hi = Qwp / [As × (TwallTMean)]
As = π × di × L
TMean = (Ti + To) / 2
3. Nusselt Number
Nui = (hi × di) / k
4. Reynolds Number
Re = (ρ × w × d) / μ
Re = 4 / (π × d × μ)
5. LMTD (Counter Flow)
LMTD = (ΔT1 − ΔT2) / ln(ΔT1 / ΔT2)
ΔT1 = ThiTco   |   ΔT2 = ThoTci

Design Assumptions

  • Steady state condition
  • Counter-flow arrangement — no transverse mixing
  • No phase change inside heat exchanger
  • No internal heat generation

Temperature Distribution
(Counter-Flow Heat Exchanger)

Thi Tho Tci Tco ΔT1 ΔT2 Flow Length (x) Temp
Made byBobr AI
Chapter 4

Experimental Apparatus & Test Rig

Test Rig Components

  • 1.
    Test Section: Coiled copper pipe (∞ shape), inner diameter 11 mm, outer diameter 13 mm, total length 3,950 mm
  • 2.
    Hot Water Tank: 50-liter capacity with 3,000 W electric heater, temperature range 40–70°C
  • 3.
    Cold Water Tank: 500-liter capacity
  • 4.
    Pumps: Centrifugal pumps for both circuits
  • 5.
    Shell (Outer Pipe): Perspex pipe, inner ø 150 mm, outer ø 160 mm

Measuring Instruments

  • 6 × K-type Thermocouples (surface + fluid)
  • LUTRON BTM-4208SD Temperature Logger
  • Flow meters (range: 1–35 L/min, accuracy ±0.033 L/min)
  • Control valves (ball valves)
Novel ∞ Coil Design — 3,950 mm total length
Schematic Flow Diagram of Test Rig
Made byBobr AI
Chapter 4 — Continued
Experimental Procedure
1
Fill heater with water; set hot water target temperature (40/50/60/70°C)
2
Open control valves; start cold water circulation pump
3
Set cold water flow rate to first value: 11 L/min
4
Start hot water circulation pump
5
Monitor thermocouple readings — wait 5–8 minutes for steady state
6
Record: hot flow rate, Thi, Tho, wall temperatures (Tt1, Tt2, Tt3), Tci, Tco, Ts1
7
Change cold water flow rate to next value (9, 7, 5 L/min)
8
Repeat all steps for next hot water temperature setting

Test Matrix

Hot Water Temp. 40/50/60/70°C
Cold Flow Rate 5, 7, 9, 11 L/min
Hot Flow Rate Fixed at 3 L/min
(0.526 m/s)
Cold Inlet Temp. ~26–27°C
Total Test Runs 16

Parameters Measured

  • Fluid inlet/outlet temperatures (shell & pipe)
  • Inner pipe wall temperatures
  • Volumetric flow rates (hot & cold)
  • Reynolds numbers: 8,000 – 13,000
Made byBobr AI
CHAPTER 5
Results: Nusselt Number
Fig 5.1: Nusselt Number vs. Cold Water Velocity
30 80 130 180 230 Nu 0.7 0.9 1.1 1.3 1.5 1.7 1.9 Velocity (m/s) Th=40°C Th=50°C Th=60°C Th=70°C
Fig 5.2: Nusselt Number vs. Inlet Hot Water Temperature
0 100 200 300 Nu 40°C 50°C 60°C 70°C Inlet Hot Temperature
Key Findings
Nu increases significantly with hot water inlet temperature
Higher Th,i → higher heat transfer coefficient → enhanced heat exchange
Maximum Nu ≈ 250 at Th,i = 70°C
Minimum Nu ≈ 55–70 at Th,i = 40°C
Nu increases with cold water velocity (higher Re)
The ∞-shaped helical coil promotes turbulence and secondary flow
Made byBobr AI
Chapter 5 — Continued
Results: Heat Transfer Coefficient
Fig 5.3: Heat Transfer Coefficient vs. Cold Water Velocity
0 2k 4k 6k 8k 10k 12k h (W/m²K) 0.7 0.9 1.1 1.3 1.5 1.7 1.9 Velocity (m/s) Th=40°C Th=50°C Th=60°C Th=70°C
Fig 5.4: Heat Transfer Coefficient vs. Inlet Hot Water Temperature
0 2k 4k 6k 8k 10k 12k h (W/m²K) 40°C 50°C 60°C 70°C Inlet Hot Temperature
Key Findings
h increases significantly with hot water inlet temperature
When Th,i increases from 40°C to 70°C: heat transfer coefficient increases by ~70%
At 70°C: h ≈ 12,000 W/m²K (maximum)
At 40°C: h ≈ 2,500 W/m²K (minimum)
Higher temperature difference → stronger convective currents → improved mixing → higher h
The ∞-shaped helical coil induces centrifugal secondary flow, significantly boosting h compared to straight pipes
70% improvement in heat transfer coefficient when Th,i increases from 40°C to 70°C
Made byBobr AI
Chapter 5 — Continued

Results: Heat Transfer Rate & Reynolds Number

Chart
Chart

Key Findings

Heat transfer rate increases 10%–40% with rising hot water inlet temperature
From 40°C to 70°C: Q increases by 40%, 30%, and 9% respectively
Higher flow velocity increases Re → slightly higher Q
For liquids: higher temperature → lower viscosity → higher Re → more turbulent flow
Reynolds number range: 8,000 – 13,000 (fully turbulent regime)
“ The ∞ (figure-eight) coil design with passive heat transfer enhancement significantly outperforms traditional single-loop configurations ”
Made byBobr AI
Chapter 5 — Conclusions

Conclusions & References

1
The novel ∞ (infinity/figure-eight) shaped helical coil significantly increases heat transfer surface area and induces secondary flow, enhancing overall thermal performance.
2
Nusselt number increases with increasing hot water inlet temperature: maximum Nu ≈ 250 at Th,i = 70°C.
3
Heat transfer coefficient increases by ~70% when inlet temperature rises from 40°C to 70°C (h reaches ~12,000 W/m²K).
4
Heat transfer rate increases by 10%–40% with rising temperature differential; cold water flow rate increase further boosts performance.
5
Reynolds numbers (8,000–13,000) confirm fully turbulent flow regime, favorable for heat transfer enhancement.
6
Higher hot water temperature leads to reduced viscosity, higher Re, and more turbulent flow, creating a self-reinforcing enhancement mechanism.

Key References

[11] Yuan et al. — Double shell-passes multi-layer helically coiled HX. Int. J. Heat Mass Transfer.
[12] Inyang et al. — Heat Transfer in Helical Coil HX. Univ. of Uyo, Nigeria.
[13] LI Ya-xia et al. — Helical Pipes with Spiral Corrugation.
[14] Ahmed & Hossain — Al₂O₃/Water Nanofluid in Helically Coiled Pipe.
Thank You for Your Attention
Questions are Welcome
University of Karbala | Engineering College | Mechanical Eng. Dept | May 2026
Made byBobr AI
Bobr AI

DESIGNER-MADE
PRESENTATION,
GENERATED FROM
YOUR PROMPT

Create your own professional slide deck with real images, data charts, and unique design in under a minute.

Generate For Free

Thermal Performance of a New Coiled Tube Heat Exchanger

Experimental study on figure-eight helical coil heat exchangers, exploring the impact of hot water inlet temperature and flow rate on heat transfer efficiency.

University of Karbala

Engineering College

Mechanical Engineering Department

Experimental Investigation of the Thermal Performance of a New Coiled Tube Heat Exchanger

A Project Submitted in Partial Fulfillment of Requirements for the Degree of Bachelor of Science in Mechanical Engineering

By

Faleh Mahdi Jasim | Arshad Yaseen Muhawes | Mohammad Jawad Kadhem

Supervised by

Assist. Prof. Abdalrazzaq Al-Shammari

May / 2026

Presentation Outline

Introduction & Background

Heat exchangers, problem statement, objectives

Literature Review

Flow techniques, types of HX, helical coil HX

Theoretical Calculations

Heat transfer rate, Nusselt number, Reynolds number, LMTD

Experimental Apparatus & Procedure

Test rig, thermocouples, flow meters, procedure

Results & Discussion

Nu number, heat transfer coefficient, heat transfer rate, Re

Conclusions & References

Key findings and references

Chapter 1

Introduction

1.1 What is a Heat Exchanger?

A heat exchanger is a device for transferring thermal energy from a high-temperature fluid to a low-temperature fluid. Widely used in refrigeration, air conditioning, chemical industry, power plants, and internal combustion engine cooling.

1.2 Shell & Helical Pipe Heat Exchanger (HTHE)

One of the simplest and most widely used types. Consists of two concentric pipes — one fluid flows inside the inner helical pipe, the other flows in the annular space (counterflow). Efficiently transfers heat without direct mixing.

1.3 Problem Statement

Experimental study of forced convection in a coiled circular pipe. Smooth twisted pipes significantly impact fluid flow, heat transfer improvement, and reduced pressure drop.

Chapter 1 — Continued

Objectives & Applications

Study Objectives

Applications

Thermal & Flow Performance

Investigate effects of helical shape using water as working fluid on thermal and flow fields and Performance Evaluation Criterion (PEC).

Friction Characteristics

Study effects of helical shape on friction in circular pipe side.

Cold Water Velocity Effects

Examine effects of cold water velocity range (0.293 – 0.646 m/s) on thermal and flow fields.

Condensers & Evaporators

Oil Radiators

Food Industry

Nuclear Reactors

Renewable Energy Systems

Air Conditioning & Thermal Storage

Industrial Boilers & Furnaces

Chemical Reactors & Piping Systems

Reynolds numbers range: 8,000 – 13,000 | Hot water temperature: 40–70°C | Cold water flow: 5–11 LPM

Chapter 2

Literature Review

Yuan et al. [11]

Experimental study of double shell-passes multi-layer helically coiled pipes heat exchanger (DSMHCTHE). Results showed:

Heat transfer rate increased by 5.1% to 12.9%

Overall heat transfer coefficient improved by 21.5% to 29.0%

Shell-side coefficient increased by 36.2% to 47.5%

Comprehensive performance improved by 12% vs. traditional MHCTHE

Inyang et al. [12]

Compared helical coil heat exchangers (HCHE) with straight pipe HX. HCHE demonstrated superior heat transfer performance due to secondary flow development inside the helical pipe. Heat transfer coefficient increased with curvature ratio.

LI Ya-xia et al. [13]

Spiral corrugation further enhances heat transfer of smooth helical pipe via additional swirling motion. Helical pipes with spiral corrugation show 50–80% increase in heat transfer; flow resistance 50–300% larger than smooth helical pipe.

Ahmed et al. [14]

Al₂O₃/water Nanofluid in helically coiled pipe studied numerically. Reduction in outer wall temperature at low Reynolds numbers (200, 600, 1500). Heat transfer increases compared to straight pipe due to secondary flow mixing.

Chapter 3

Theoretical Calculations

1. Heat Transfer Rate

2. Heat Transfer Coefficient

3. Nusselt Number

4. Reynolds Number

5. LMTD (Counter Flow)

Design Assumptions

Steady state condition

Counter-flow arrangement — no transverse mixing

No phase change inside heat exchanger

No internal heat generation

Temperature Distribution

(Counter-Flow Heat Exchanger)

Chapter 4

Experimental Apparatus & Test Rig

Novel ∞ Coil Design — 3,950 mm total length

Schematic Flow Diagram of Test Rig

Chapter 4 — Continued

Experimental Procedure

Fill heater with water; set hot water target temperature (40/50/60/70°C)

Open control valves; start cold water circulation pump

Set cold water flow rate to first value: 11 L/min

Start hot water circulation pump

Monitor thermocouple readings — wait 5–8 minutes for steady state

Record: hot flow rate, T<sub>hi</sub>, T<sub>ho</sub>, wall temperatures (T<sub>t1</sub>, T<sub>t2</sub>, T<sub>t3</sub>), T<sub>ci</sub>, T<sub>co</sub>, T<sub>s1</sub>

Change cold water flow rate to next value (9, 7, 5 L/min)

Repeat all steps for next hot water temperature setting

Test Matrix

Parameters Measured

Fluid inlet/outlet temperatures (shell & pipe)

Inner pipe wall temperatures

Volumetric flow rates (hot & cold)

Reynolds numbers: 8,000 – 13,000

CHAPTER 5

Results: Nusselt Number

Key Findings

Nu increases significantly with hot water inlet temperature

Higher Th,i → higher heat transfer coefficient → enhanced heat exchange

Maximum Nu ≈ 250 at Th,i = 70°C

Minimum Nu ≈ 55–70 at Th,i = 40°C

Nu increases with cold water velocity (higher Re)

The ∞-shaped helical coil promotes turbulence and secondary flow

Chapter 5 — Continued

Results: Heat Transfer Coefficient

Key Findings

<i>h</i> increases significantly with hot water inlet temperature

When T<sub>h,i</sub> increases from 40°C to 70°C: heat transfer coefficient increases by ~70%

At 70°C: <i>h</i> ≈ 12,000 W/m²K (maximum)

At 40°C: <i>h</i> ≈ 2,500 W/m²K (minimum)

Higher temperature difference &rarr; stronger convective currents &rarr; improved mixing &rarr; higher <i>h</i>

The &infin;-shaped helical coil induces centrifugal secondary flow, significantly boosting <i>h</i> compared to straight pipes

70% improvement in heat transfer coefficient when T<sub>h,i</sub> increases from 40°C to 70°C

Chapter 5 — Continued

Results: Heat Transfer Rate & Reynolds Number

Heat transfer rate increases 10%–40% with rising hot water inlet temperature

From 40°C to 70°C: Q increases by 40%, 30%, and 9% respectively

Higher flow velocity increases Re → slightly higher Q

For liquids: higher temperature → lower viscosity → higher Re → more turbulent flow

Reynolds number range: 8,000 – 13,000 (fully turbulent regime)

“ The ∞ (figure-eight) coil design with passive heat transfer enhancement significantly outperforms traditional single-loop configurations ”

Chapter 5 — Conclusions

Conclusions & References

The novel ∞ (infinity/figure-eight) shaped helical coil significantly increases heat transfer surface area and induces secondary flow, enhancing overall thermal performance.

Nusselt number increases with increasing hot water inlet temperature: maximum Nu ≈ 250 at Th,i = 70°C.

Heat transfer coefficient increases by ~70% when inlet temperature rises from 40°C to 70°C (h reaches ~12,000 W/m²K).

Heat transfer rate increases by 10%–40% with rising temperature differential; cold water flow rate increase further boosts performance.

Reynolds numbers (8,000–13,000) confirm fully turbulent flow regime, favorable for heat transfer enhancement.

Higher hot water temperature leads to reduced viscosity, higher Re, and more turbulent flow, creating a self-reinforcing enhancement mechanism.

[11] Yuan et al. — Double shell-passes multi-layer helically coiled HX. Int. J. Heat Mass Transfer.

[12] Inyang et al. — Heat Transfer in Helical Coil HX. Univ. of Uyo, Nigeria.

[13] LI Ya-xia et al. — Helical Pipes with Spiral Corrugation.

[14] Ahmed & Hossain — Al₂O₃/Water Nanofluid in Helically Coiled Pipe.

Thank You for Your Attention

Questions are Welcome

University of Karbala | Engineering College | Mechanical Eng. Dept | May 2026