// SPDX-License-Identifier: MIT // SPDX-FileCopyrightText: 2026 Martino Ferrari #pragma once #include #include #include namespace udpscope { /// A math channel's operations. `Source` reads another channel by name; `Sum`/`Sub`/`Mul`/`Div` /// combine two node values; the rest take one. `Sqrt` and `Clamp` are here because a scope's /// derived traces want them constantly (an envelope, a rectified-and-squared RMS input, a /// bounded control signal) and they cost the same to carry as the ones that were asked for. enum class MathOp { Source, Gain, ///< y = x * gain + offset Abs, Sqrt, Clamp, ///< y = min(max(x, lo), hi) LowPass, ///< biquad, corner `fc` Hz HighPass, BandPass, ///< `fc` Hz centre, `q` wide Sum, ///< a + b Sub, ///< a - b Mul, ///< a * b Div, ///< a / b, zero when b is 0 (a scope trace must not go to inf/NAN) }; const char* math_op_name(MathOp op); int math_op_count(); MathOp math_op_at(int index); /// An op's position in `math_op_at()`'s order. That order is the *dialog's* -- what a dropdown or a /// menu lists, and what a session file stores -- and it is deliberately not promised to be the /// enum's declaration order, so a caller that needs a position must ask rather than cast. int math_op_index(MathOp op); /// Inputs the op takes: 0 for `Source`, 1 for the unary ones, 2 for the arithmetic. int math_op_arity(MathOp op); /// Which of the per-node parameters an op actually reads, so a dialog can show only those rows -- /// an option that does nothing for an op is left out rather than stored and ignored. bool math_op_uses_gain(MathOp op); bool math_op_uses_filter(MathOp op); bool math_op_uses_clamp(MathOp op); /// One node of a math channel's graph. Node indices are positions in `MathChannel::nodes`, and a /// node may only read ones before it: the evaluator walks the list in order, which is what makes a /// cycle impossible by construction rather than by a check. struct MathNode { MathOp op = MathOp::Source; std::string source; ///< `Source`: the channel to read, by name. int in_a = -1; ///< other ops: node indices, -1 while unconnected. int in_b = -1; double gain = 1.0; double offset = 0.0; double fc = 100.0; ///< LP/HP corner, BP centre, Hz. double q = 0.707; ///< BP quality factor. double lo = -1.0; ///< `Clamp` bounds. double hi = 1.0; double x = 0.0; ///< the editor's box position, logical pixels. double y = 0.0; }; /// A derived channel: a graph of nodes and which node is the answer. struct MathChannel { std::string name; ///< user-facing; also how another graph names it as a `Source`. std::string unit; ///< optional. When empty, the first `Source` node's unit is used. bool enabled = false; std::vector nodes; int output = -1; ///< the node whose value is the channel's. }; /// The per-channel runtime: the filter memory and the per-node scratch. Kept apart from the /// `MathChannel` because it is *state* (one sample of history per biquad) while the channel is /// *configuration* -- so the pane can edit one while the producer streams through the other. /// One node's runtime: its value this sample, its biquad coefficients and state, and its resolved /// source. **One struct per node, not one vector per field**: the step touches all of them for the /// node it is on and none of them for any other, so a node's state belongs on one cache line. /// Eight parallel `std::vector` put a filter node's eight words on eight separate lines, /// which at the stored rate is eight misses per node per sample. struct MathNodeRt { double value = 0.0; ///< this node's output for the sample being evaluated /// Biquad coefficients (transposed direct form II) and the two state words. double b0 = 1.0; double b1 = 0.0; double b2 = 0.0; double a1 = 0.0; double a2 = 0.0; double z1 = 0.0; double z2 = 0.0; /// The channel index a `Source` node reads, -1 when its name names nothing acquired (and for /// every other op). Resolved **once**, by `math_prepare()`, rather than per sample: the step runs /// at the stored rate -- a million times a second on a fast stream -- and reading a source by /// name there was a linear scan of the channel list with a `std::string` compare per candidate, /// per source node, per sample, behind a type-erased call. Names cannot change without a /// rebuild, and every rebuild re-prepares. int src = -1; }; struct MathRuntime { std::vector node; /// The rate the coefficients were built for; a change rebuilds them. double dt = 0.0; bool ready = false; }; /// Fills `rt`'s size, the biquad coefficients for `dt` seconds per sample, and the resolved source /// indices -- `index_of(name)` is the channel a `Source` node names, or -1. Call it whenever the /// graph, the channel list or the stored rate changes -- cheap, and it is what keeps the filters' /// cutoffs honest across a decimation change, where `dt` is not what it was when the user typed a /// frequency. void math_prepare(const MathChannel& channel, MathRuntime& rt, double dt, const std::function& index_of); /// One sample through the graph. `values[c]` is channel `c`'s value for this slot; a `Source` node /// whose channel is not among them reads NAN -- which propagates to the output, so a math channel /// whose source is disabled reads as "no data" rather than as whatever the last good sample was. double math_step(const MathChannel& channel, MathRuntime& rt, const float* values, std::size_t count); /// Whether the graph is complete enough to produce a value: an output node that exists, and every /// input it needs connected to a node that exists (with `Source` nodes naming something). bool math_channel_valid(const MathChannel& channel, std::string* why = nullptr); /// The same check over a bare node list and output index, for a caller that has a graph but not yet /// a `MathChannel` -- the editor, and the headless probe that drives it. bool math_channel_valid_nodes(const std::vector& nodes, int output, std::string* why = nullptr); } // namespace udpscope