Aerodynamics Calculator

Boost your aerodynamic endeavors with the online aerodynamics calculator by ToDo Calculator. Tailored for aerospace engineers, researchers, and enthusiasts, this versatile tool facilitates a myriad of aerodynamics calculations. Leveraging the robust capabilities of ToDo Calculator, it delivers precise solutions across various parameters, from airfoil analysis to lift and moment calculations. With its intuitive interface, this calculator demystifies complex aerodynamic computations, empowering both professionals and students alike. Whether you’re crafting aircraft or delving into fluid dynamics, this resource accelerates your aerodynamics analysis, ensuring optimal performance in aerospace projects.

Turbulent Prandtl number Calculator

The Turbulent Prandtl Number, denoted as PrT, is a dimensionless quantity used in fluid mechanics to characterize the behavior of turbulent flows with respect to heat transfer. It is an extension of the concept of Prandtl Number (Pr), which is used for laminar flows.  μT is the eddy viscosity of the fluid (momentum diffusivity). cp […]

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Turbulent Thermal Conductivity Calculator

Turbulent thermal conductivity (kT​) refers to the effective thermal conductivity of a fluid when it is experiencing turbulent flow. Thermal conductivity is a property that quantifies a material’s ability to conduct heat, representing the rate at which heat is transferred through the material due to a temperature gradient.  kT​ is the turbulent thermal conductivity, μT​

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Velocity potential for a two-dimensional potential flow around a point source Calculator

The velocity potential represents the scalar potential function in the two-dimensional irrotational flow, and it helps describe the flow patterns resulting from fluid emanating radially from a single point (source) or converging toward it (sink). It is a fundamental concept in potential flow theory, which assumes that the flow is inviscid (neglects viscosity) and irrotational

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Induced angle of attack with respect to downwash Calculator

The induced angle of attack (αi​) is an aerodynamic term used to describe the effective angle of attack experienced by a wing or lifting body due to the presence of downwash from its own circulation. When an airfoil or wing generates lift, it creates a circulation around its surface, which leads to a downward deflection

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Downwash velocity component at a certain angle Calculator

The downwash (w) is the vertical component of the velocity resulting from the generation of lift by the lifting body. As the airfoil or wing generates lift, it induces a circulation (Γ) around its surface. This circulation is related to the lift and the circulation distribution along the wing span. The downwash velocity decreases with

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Elliptical Lift Distribution Calculator

In aerodynamics, an elliptical lift distribution refers to a specific type of lift distribution along the span of an airfoil or wing. It is an ideal lift distribution that results in minimum induced drag for a given amount of lift. An elliptical lift distribution is known for its aerodynamic efficiency since it minimizes induced drag,

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Elliptical Circulation Distribution Calculator

This circulation distribution is often encountered in aerodynamics and potential flow theory, particularly when analyzing airfoils or wings with a certain circulation distribution along their span. The expression indicates that the circulation is zero at the edges (when 2y=±b/2) and reaches its maximum value Γ0​ at the centerline (when y=0). The shape of the circulation

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Stream function for doublet flow Calculator

A doublet flow is a potential flow solution that represents the flow field around a doublet. A doublet is a combination of a source and a sink located at the same point with equal strengths but opposite signs. The doublet flow has interesting flow characteristics. It creates a flow pattern where fluid flows radially towards

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Stream function for combined flow Calculator

The stream function (ψ) is a mathematical function used to describe the flow of an incompressible fluid in two-dimensional flow scenarios. For a combined flow, the stream function represents the superposition of two or more individual flows. The combined flow can be achieved by adding or subtracting the stream functions of the individual flows.  The

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