with our free curve fitting software:
Take your curve fitting to a new level of simplicity with an interactive interface and advanced auto-fitting methods using SplineCloud's online tool
Use our advanced fine-tuning mode to manually adjust curve shapes and achieve the best fit for datasets of arbitrary complexity
Reuse online curve fit models in external applications using our RESTful API and client libraries
Share your datasets and regression models constructed using curve fitter online with your community
1. Create Repository
2. Upload Your Data
3. Apply Curve Fitting
4. Reuse Curves in Code
versatile online curve fitting tool that helps you in smoothing noisy data and building complex regression models
access datasets and models created with the curve fit online tool in your code
Client library for Python
Client library for MATLAB
Use our API directly
Watch the video explaining SplineCloud's approach to online fitting and learn about:
Curve Fitting Made Easy with SplineCloud
Interpolate missing datapoints with our online tool to maintain continuity in relations represented by data.
Leverage regression models constructed with an online curve fitter in optimization algorithms to find the best combination of system parameters.
Smooth out noisy experimental or field data to obtain clean models that represent relations between variables.
Perfect for students and educators to explore curve fitting online, learn about interpolation, and smoothing techniques in real time.
Fit nonlinear or multivariable relations to approximate the behavior of physical or simulation-based systems.
Fit material properties parameters to build collections of ready-to-use models to support your calculations.
Adjust curve parameters to minimize root-mean-square error and find fit with arbitrary accuracy.
Convert component performance datasheets into reusable models that can be used in calculations and optimization processes.
Manually adjust curve shape to address complex data behavior, when automatic fitting algorithms are not sufficient.
Study statistical trends and discover laws in samples to predict nonlinear behavior in systems.
Extract mathematical relations from graphs or images for converting legacy or partially available data into reusable insights.
Find fit to results of parametric studies, replacing time-consuming simulation-based optimization processes with a lightweight meta-model-based alternative.