Views 
   PDF Download PDF Downloads: 229

 Open Access -   Download full article: 

Design and Structural Analysis of Marlin Torpedo with Coupled Contra Rotating Propellers

Pothuraju  V  V  Satyanarayana1* and Vivek Sachan2

Department of mechanical Engg., Shri Venkateshwara University, Gajraula, Uttar Pradesh, India.

Corresponding Author E-mail: scsatyachitti@gmail.com

DOI : http://dx.doi.org/10.13005/msri/200206

Article Publishing History
Article Received on : 03 Jul 2023
Article Accepted on : 14 Aug 2023
Article Published : 23 Aug 2023
Plagiarism Check: Yes
Reviewed by: Dr. Rahul Mittal
Second Review by: Dr. Masoud Taghavi
Final Approval by: Dr. C. V. Srinivasa
Article Metrics
ABSTRACT: The goal of propeller designers has always been to increase several settings to improve propulsion efficiency have been devised. One of the leading attractive propulsion systems is coupled contra-rotating propellers, which can be expected to significantly improve the open water efficiency with reduced rotational kinetic energy losses. The 3-Dimensional hydrodynamic contour of the coupled contra rotating propellers makes simulation with the highest rotational velocity of 2000rpm with an analytical structural design exceedingly challenging deformation must be less then 1mm. To analyze the propeller strength the Ansys FEM Simulation approach is applied. Static analysis is carried out with a Stainless Steel and has a component of strength analysis to guarantee the safety of the coupled contra-rotating propellers. KEYWORDS: FEM Simulation; Hydrodynamic; Structural; Propeller

Copy the following to cite this article:

Satyanarayana P. V. V, Sachan V. Design and Structural Analysis of Marlin Torpedo with Coupled Contra Rotating Propellers. Mat. Sci. Res. India;20(2).


Copy the following to cite this URL:

Satyanarayana P. V. V, Sachan V. Design and Structural Analysis of Marlin Torpedo with Coupled Contra Rotating Propellers. Mat. Sci. Res. India;20(2). Available from: https://bit.ly/3qK1ULK


Introduction

Considering the mechanical complexity, the expanded cost of installation and the high demand for maintenance associated with installing the propulsion design in mechanically driven torpedoes can provide reasonable clarification. During the past half decade, improving the propulsion has removed the need for sophisticated transmission systems and brought coupled contra rotating propellers (CCRP) back to life. Due to the growing need for more load – capacity and velocity of Black Marlin transport systems. However, there are various issues when a single hose is utilized to create the required thrust in huge Torpedo displacement. These include an increased possibility of propeller blade cavitation due to unbalance of torque, in severe load conditions and vibrations. The vibrations are conveyed to the torpedo body from the propeller and induce movement instability. The CCRP are an appropriate approach to overcome these challenges. The propellers consist of two propellers which revolve in opposite directions placed on two coaxial shafts.

The torque associated with various propellers approximately equal, which is used to ensure movement stability and eliminate gadgets with reverse torque. Less strain on the blades and a delay in cavitation Because of the decreased weight, higher CCRP propellers with the same diameter as single ones can offer greater power.

Lifting Line Methods

In a CCRP set, Compilation is required auto induced speeds coming from the induction of the trailing vortices on the lifting lines, in addition to taking the interaction into scrutiny speeds on one propeller due to the other’s presence. The ties between the propellers upstream and downstream lead to time-dependent flow and strength. The back propeller blades in the slip stream of the forward propeller in particular revolve through the vortex sheets. In addition, the forward thrust is sensitive to the flow disturbance caused by the rear thrust. A fundamental approximation is the theory of time-average (or steady) forces. The start-up flow for each propeller is separated into a circumferential (radically and axially diverse) mean and periodic components (harmonics). The average speed component is supposed to produce stable propeller forces, whereas the periodic components produce zero mean alternating forces.

Figure 1: Relative Velocities at Blade Sections.

Click here to View Figure

Therefore, both forward and back propellers are usually considered SR propeller including a starting flow to each propeller is modified to components that are both axial and radial on average of the speed-field induced by the other propeller. The propellers operated at steady, axical and symmetrical flows. This involves an iterative process, which successively determines the charges and induced speeds of each propeller until the solution is converged. Front and the blade’s back speed diagrams. Both the auto-induced components and the interaction velocity are included.

Two CCRP Design Methods

It discusses the numerous methodologies utilized in the manufacture of lifting line theories for contra-rotating propellers. First, the optimal loading criteria are stated for single propellers. Implementation numerical of two CCRP design procedures. A full description of the process for calculating interaction velocities, which is a crucial aspect of the interacting components design, Finally, after calculation of the load distribution, the procedure of determining the blade’s form is discussed.

The underlying general assumptions should be listed first before presenting ‘Coupled’ methods. The main assumption in the current wording of the optimal distribution methods is that CCRP is not streamlined. The rear propeller diameter is thus not necessary to be smaller than the rear propeller because the tip vortices of this last one are not impacted by the former propeller.

In addition, tracking the contracting streamlines is avoided, which lightens the calculation algorithms. Therefore, the same diameter is supposed to be in both propellers. For both components, the hub diameter is also the same.

Figure 2: Coupled contra rotating propellers set.

Click here to View Figure

Except for the mesh size, the programme has already received all the data required to mesh the geometric model. By providing the lines in the model a number of divisions, it is possible to control the mesh size and ensure that the mesh is as regular as possible. Instead of the number of divisions, the element edge length can alternatively be chosen. The programme will automatically calculate the finite number of divisions for each line, rounding up to the nearest integer, using the element edge length divided by the overall line length.

Figure 3: Coupled contra rotating propellers Mesh.

Click here to View Figure

Results and Discussions

The simplified coupled contra rotating propellers structural model with a rotational velocity of 2000 rpm (210 rad/sec) applied to both coupled propellers rotating one in a clockwise direction and the other in an anticlockwise direction with the same velocity. The results were satisfactory under the conditions that were used. The findings suggest that linked coupled contra rotating propellers have improved static structural properties.

Table 1: Model Analysis of Coupled contra rotating propellers results

Rotational Velocity

Rad/sec

Total Deformation

(mm)

Equivalent Elastic Strain

Equivalent Stress

(Mpa)

0

0

0

0

70

0.0027135

0.000042581

7.4928

140

0.010854

0.00017032

29.971

210

0.024421

0.00038323

67.436

Figure 4: Total Deformation.

Click here to View Figure

Figure 5: Equivalent Elastic Strain.

Click here to View Figure

Figure 6: Equivalent Stress

Click here to View Figure

Conclusion

This paper presents and discusses some of the findings from the authors’ recent work on the design and performance prediction methodologies of the CCRP system, along with a specific example for the object torpedo. With the aid of the CATIA modelling programme and rotational structural analysis, the CCRP is modelled in accordance with the predicted design criteria and hydrodynamic properties were determined. The CCRP calculations for the stainless-steel material with enhanced structural qualities were performed using ANSYS Static Structural.

The deformation generated from the reduced structural model of rotational velocity applied to a coupled contra rotating propellers produced good results. It was observed that highest value of total deformation 0.024421mm, equivalent elastic strain 0.00038323, equivalent stress 67.436Mpa for coupled contra rotating propellers at 210rad/Sec. It was observed that lowest value of total deformation 0mm, equivalent elastic strain 0, equivalent stress 0Mpa for coupled contra rotating propellers at 0rad/Sec. It can be deduced that the coupled contra rotating propellers showed at a time with both revolutions results have shown better static structural rotational characteristics.

Acknowledgement

I would like to thank to my supervisor Dr. Vivek Sachan who made this work possible and providing the resources required for this work. His guidance and advice carried me through all the stages of writing paper. I would also like to give special thanks to my friend Hari Kishan Mantravadi(Engineering assistant) for continuous support and understanding when undertaking my research and writing my project.

Conflict of Interest

We declare that there is no conflict of interest regarding the research work carried out for the publication of this article.

Funding Sources

This research work is not sponsored or funded by any institute/organization.

References

  1. H. Ghassemi, M. Taherinasab (2013). “Numerical calculations of the hydrodynamic performance of the contra-rotating propeller (CRP) for high speed vehicle,” Polish maritime research, pp. 13-20.
    CrossRef
  2. D. Laskos (2010). “Design and Cavitation Performance of Contra Rotating Propellers,” Marine Engineering Hellenic Naval Academy, Mechanical Engineering.
  3. V.J.D. Manen and M.W.C. Oosterveld (1968). “Model Tests on Contrarotating propellers,” 7th Symposium on Naval Hydrodynamics, Rome, Italy.
  4. M.Jourdain, visitor and J.L.Armand (1978). “Strength of Propeller Blades-A Numerical Approach,” The society of naval architects and marine engineers, pp 201-213.
    CrossRef
  5. G.H.M.Beek, visitor, Lips B.V., Drunen (1978). “Hub-Blade Interaction In Propeller Strength,” The society of naval architects and marine engineers, pp 191-194.
    CrossRef
  6. S. Nishiyama, Y. Sakamoto, S. Ishida and M. Oshima. “Development of contra rotating-propeller system for Juno- a 37 000-dwt class Bulk”.
Share Button

Creative Commons License
This work is licensed under a Creative Commons Attribution 4.0 International License.