Tsiolkovsky rocket equation

E304394

The Tsiolkovsky rocket equation is a fundamental formula in astronautics that relates a rocket’s change in velocity to its exhaust velocity and the ratio of initial to final mass, forming the basis for modern rocket design and spaceflight calculations.

All labels observed (1)

Label Occurrences
Tsiolkovsky rocket equation canonical 3

How this entity was disambiguated

Statements (50)

Predicate Object
instanceOf equation in astronautics ⓘ
physical law ⓘ
rocket equation ⓘ
appliesTo chemical rockets ⓘ
electric propulsion systems (approximately) ⓘ
ideal rockets ⓘ
assumes constant exhaust velocity ⓘ
instantaneous mixing and ejection of propellant mass ⓘ
no external forces except thrust ⓘ
component delta-v (Δv) ⓘ
effective exhaust velocity (ve) ⓘ
final mass (mf) ⓘ
initial mass (m0) ⓘ
mass ratio (m0 / mf) ⓘ
describes ideal rocket motion with constant exhaust velocity ⓘ
relationship between delta-v and mass ratio of a rocket ⓘ
field astronautics ⓘ
rocket science ⓘ
spaceflight dynamics ⓘ
hasAlternativeForm Δv = Isp * g0 * ln(m0 / mf) ⓘ
hasFormula Δv = ve * ln(m0 / mf) ⓘ
hasUnitContext SI units for velocity and mass ⓘ
implies diminishing returns from adding more propellant ⓘ
exponential dependence of delta-v on mass ratio ⓘ
influences choice of propulsion technology ⓘ
launch vehicle architecture ⓘ
introducedBy Konstantin Tsiolkovsky ⓘ
involvesConstant standard gravity g0 ⓘ
isBasisFor payload fraction optimization ⓘ
propellant mass fraction estimation ⓘ
rocket design calculations ⓘ
space mission delta-v budgeting ⓘ
staging analysis in launch vehicles ⓘ
trade studies between specific impulse and mass ratio ⓘ
namedAfter Konstantin Tsiolkovsky ⓘ
publicationYear 1903 ⓘ
publishedIn The Exploration of Cosmic Space by Means of Reaction Devices ⓘ
relatedTo Oberth effect ⓘ
conservation of momentum ⓘ
rocket thrust equation ⓘ
specific impulse ⓘ
relates change in velocity of a rocket ⓘ
effective exhaust velocity of propellant ⓘ
final mass of rocket ⓘ
initial mass of rocket ⓘ
usedFor designing multi-stage rockets ⓘ
estimating required propellant mass for a mission ⓘ
evaluating propulsion system performance ⓘ
trajectory planning in space missions ⓘ
usesFunction natural logarithm ⓘ

How these facts were elicited

Referenced by (3)

Full triples — surface form annotated when it differs from this entity's canonical label.

Konstantin Tsiolkovsky → knownFor → Tsiolkovsky rocket equation ⓘ
Konstantin Tsiolkovsky → developed → Tsiolkovsky rocket equation ⓘ
Oberth effect → relatedTo → Tsiolkovsky rocket equation ⓘ