Laplace_Dev

[Laplace_Dev @Laplace_Dev]

Bernoulli Beam Theorem
“Plane sections normal to the neutral axis before bending remain plane and normal to the neutral axis after bending.”

[Laplace_Dev @Laplace_Dev]

In Python, a subdirectory that includes a __init__.py
file is considered a package, and can be imported.

[Laplace_Dev @Laplace_Dev]

If you behave yourself in Space, You Function

[Laplace_Dev @Laplace_Dev]

Why Guess When you Can Know. Pick Up That Book Today and Conquer It One Page at a Time

[Laplace_Dev @Laplace_Dev]

Know Your Specifics
Specific Weight
Specific Gravity
Specific Volume

[Laplace_Dev @Laplace_Dev]

@Recchoo GM

[Laplace_Dev @Laplace_Dev]

@_seelenfrieden sharp

[Laplace_Dev @Laplace_Dev]

If all the Assumptions as proposed in Avogadro's Theorem holds, then the the Mass Density of any pure gas is proportional to its Molar Mass

[Laplace_Dev @Laplace_Dev]

Utimate Limit State (ULS)
Will it break? (collapse check under extreme loads)

Serviceability Limit State (SLS)
Will it still work properly? (serviceability check under normal loads)

[Laplace_Dev @Laplace_Dev]

@Timkennecst01 Indeed

[Laplace_Dev @Laplace_Dev]

@timkennecst yeah, so much more to life than those numbers

[Laplace_Dev @Laplace_Dev]

Special Cases of n
n = 0 : Isobaric (constant pressure) → p=const
n = 1 : Isothermal (constant temperature) → pV=const
n = γ = cp/cv : Adiabatic (no heat transfer)
n → ∞ : Isochoric (constant volume)

[Laplace_Dev @Laplace_Dev]

Why Polytropic?

It’s called “polytropic” because it is a generalized process that can represent many different physical situations depending on the value of n.

[Laplace_Dev @Laplace_Dev]

@Oluwabidem61079 I will complete it today

[Laplace_Dev @Laplace_Dev]

Why Polytropic?

It’s called “polytropic” because it is a generalized process that can represent many different physical situations depending on the value of n.

[Laplace_Dev @Laplace_Dev]

@Danielkeengi Sure this is the rallying point

[Laplace_Dev @Laplace_Dev]

@_seelenfrieden Polytropic process is a general form of the famous thermodynamic processes

Isobaric
Isothermal
Adiabatic and co

[Laplace_Dev @Laplace_Dev]

@olamigold665 Yeah sure. Wherever gases need to expand and compress

[Laplace_Dev @Laplace_Dev]

@timkennecst Yeah