Read the syntax quick reference to learn more about the syntax.

Read the user manual for the complete syntax reference.

If you use it for research, please include the following reference in any resulting publication:

@misc{RTaW-Minplus-Console,
    title = {{RealTime-at-Work} online {Min-Plus} Interpreter for {Network Calculus}},
    howpublished = {\url{https://www.realtimeatwork.com/minplus-playground}}, 
    note = {Accessed: year-month-day} 
}

Try your network calculus script here

// Create three affine functions: f := affine(7/4, 2) g := affine(4/5, 3) h := affine(2/5, 5) // and use them to create an arrival function as their minimum: arrival := f /\ g /\ h // Plot the arrival function and the affine functions from which is has been defined: plot(arrival, f, g, h) // Create a "rate latency" service function: we need to take the maximum with // a horizontal line to obtain the first horizontal segment: service1 := affine(2, -4) \/ affine(0, 0) // Plot the service function: plot(service1) plot(arrival, service1) // Create some other service function: service2 := affine(3.1, -12) \/ affine(0, 0) plot(service2, service1, xlim=[-0.3, 15], ylim=[-0.3, 15]) // Compute the difference between two functions: service3 := service1 - service2 plot(service3, service1, service2) // Compute the convolution of two service functions: convService := service1 * service2 plot(convService, service2, service1) // Compute the convolution of two arrival functions: convArrival := f * g plot(convArrival, f, g) // Compute the deconvolution of an arrival function by a service function: deconf := arrival / service1 plot(deconf, arrival) // Compute the subadditive closure: closure := star(deconf) plot(deconf, closure)

The RTaW online minplus-console is provided as-is for Non-Commercial use only without warranty of any kind. Network calculus code submitted in the console may be used by RTaW to further improve its Network calculus tools.

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