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Rotordynamic screening arithmetic

Constant-Frequency Order-Crossing Calculator

Intersect user-supplied constant modal frequencies with excitation-order lines over a speed range. Results are candidates for further analysis, not confirmed critical speeds.

fexc = order·RPM/60Constant-mode approximationNo universal margin

Input boundary: every order must represent a physically identified excitation and every modal frequency must come from a defined model/test condition. Decimal commas are supported; use semicolons or new lines between values.

Arithmetic crossing candidates

Candidates inside entered inclusive range
Raspon brzina
Input combinations

Order-line intersection

fexc = k·n/60;   ncandidate = 60·fmode/k

The calculation is exact for the entered constant fmode and order k. Fractional orders are allowed because asynchronous/subharmonic excitations can exist, but the page does not assert that any entered order is physically present.

Why this is not a full Campbell solution

The Ansys Rotordynamic Analysis Guide describes Campbell curves from modal analyses at multiple rotational-speed load steps, including speed-dependent frequencies, forward/backward whirl, stability and sufficient resolution. It notes that crossing accuracy depends on Campbell-diagram quality. A 2025 NASA technical memorandum likewise plots varying modal frequencies against engine-order lines and calls their intersections potential resonant conditions.

No operating-speed verdict: this page omits gyroscopic/Coriolis effects, bearing/seal/support speed dependence, mode tracking and shape, damping/logarithmic decrement, stability, forcing amplitude/phase, excitation coupling, nonlinearities, thermal/load states, uncertainty and response analysis. It does not prescribe a 20% margin or tell an operator to traverse a resonance quickly.

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Constant-frequency crossing arithmetic only; not a Campbell solution or speed approval. Scientific review: July 2026.

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