{
  "openapi": "3.1.1",
  "info": {
    "title": "Ohmforge Oscilloscope Capture Analyzer API",
    "version": "1.0.0",
    "summary": "Scope CSV or WAV in: Vpp, RMS, frequency, duty, rise time, FFT, THD and SNR out.",
    "description": "Every endpoint performs the same calculation as the human page and returns inputs, result, units, assumptions, sources, warnings and computedAt. MCP endpoint: /mcp."
  },
  "servers": [
    {
      "url": "https://ohmforgecaptureanalyzer.usefulweb.site"
    }
  ],
  "paths": {
    "/api/v1/calculate": {
      "post": {
        "operationId": "calculate",
        "summary": "Scope CSV or WAV in: Vpp, RMS, frequency, duty, rise time, FFT, THD and SNR out.",
        "description": "Analyses a captured waveform from an oscilloscope CSV export (Rigol, Siglent, Keysight, Tektronix layouts or any time/channel table), a logic analyzer CSV or a WAV recording from a sound-card scope. For every channel it measures Vpp, maximum, minimum, mean, true RMS (AC and DC), frequency and period with hysteresis, duty cycle, pulse widths, 10–90 % rise and fall time and overshoot; for one channel it computes an FFT spectrum with a selectable window, the harmonics, THD, THD+N, SNR, SINAD and ENOB. Charts of the channels and the spectrum are included.\n\nMethodology:\n- Import: the CSV layout is detected from its header (Rigol \"X,CH1,Start,Increment\" with sample index × increment, Keysight \"x-axis\" + units row, Siglent metadata block, Tektronix 6-column layout, sigrok \";\" comments with the sample rate, or a generic header row). Separators , ; and tab, decimal commas and unit prefixes in headers (ms, µs, mV) are handled. Columns holding only 0 and 1 become logic channels. WAV files keep up to 2 channels.\n- State levels follow IEEE 181: top and base are the modes of a 256-bin histogram of the upper and lower half when they form a plateau, otherwise the maximum and minimum (sine, triangle). Amplitude = top − base; the 10 %, 50 % and 90 % reference levels are taken from it.\n- Frequency and period come from 50 % crossings with hysteresis (a crossing counts only after the signal has passed mid ± hysteresis/2), interpolated between samples and averaged over all whole periods; duty = positive width / (positive + negative width). Rise and fall times are the 10–90 % durations averaged over all complete edges. Overshoot = (max − top)/amplitude, preshoot = (base − min)/amplitude.\n- Mean and RMS are time-weighted (trapezoids) over the record and over the whole periods; RMS AC = √(RMS² − mean²).\n- Spectrum: Welch average of 50 %-overlapping frames, windowed and transformed with the shared radix-2 FFT of the Soundscape audio engine. A tone's power is the sum over its main lobe divided by the window energy, so it does not depend on the window or on non-coherent sampling. THD = √ΣP(harmonics 2…N)/√P(fundamental); SNR excludes DC, fundamental and harmonics; SINAD includes harmonics; ENOB = (SINAD − 1.76 dB)/6.02 dB (IEEE 1241).\n\nThe result can only be as good as the capture: bandwidth, sample rate, vertical resolution and probe compensation of the instrument limit rise times, harmonics and noise. A sound card has an unknown gain, usually removes DC and filters above about 20 kHz. Binary formats (.bin, .wfm, .isf, .sr) are not read: export CSV first.",
        "tags": [
          "apps"
        ],
        "x-mcp-tool": "ohmforge_capture_analyzer",
        "x-owner-app": "ohmforge",
        "requestBody": {
          "required": true,
          "content": {
            "application/json": {
              "schema": {
                "$ref": "#/components/schemas/OhmforgeCaptureAnalyzerInput"
              },
              "examples": {
                "example1": {
                  "summary": "Square wave 1 kHz, 25 % duty (Rigol-style CSV)",
                  "value": {
                    "csv": "X,CH1,Start,Increment,\nSequence,Volt,0.000000e+0,8.000000e-6\n0,6.065283e-3,\n1,3.757072e-3,\n2,1.875525e-2,\n3,1.350766e-3,\n4,-7.869946e-3,\n5,-1.659830e-2,\n6,-2.344320e-3,\n7,-9.630995e-3,\n8,1.130750e-2,\n9,-3.871848e-4,\n10,7.977771e-3,\n11,-6.245831e-3,\n12,-6.602950e-3,\n13,-1.660052e-2,\n14,-1.080602e-2,\n15,4.776222e-3,\n16,2.087984e-2,\n17,7.893267e-4,\n18,-1.463804e-2,\n19,-3.220604e-4,\n20,1.121324e-3,\n21,-6.033994e-4,\n22,-6.903821e-3,\n23,2.828430e-3,\n24,3.310657e-3,\n25,-1.503639e-2,\n26,-2.163051e-2,\n27,-3.239996e-3,\n28,4.501030e-3,\n29,-2.030105e-3,\n30,6.631634e-3,\n31,2.349600e-2,\n32,-5.916159e-3,\n33,-2.813100e-2,\n34,6.065411e-3,\n35,1.389901e-2,\n36,6.614531e-1,\n37,1.318334e+0,\n38,1.974533e+0,\n39,2.637577e+0,\n40,3.304584e+0,\n41,3.302542e+0,\n42,3.302919e+0,\n43,3.303384e+0,\n44,3.306722e+0,\n45,3.305794e+0,\n46,3.318876e+0,\n47,3.312683e+0,\n48,3.291756e+0,\n49,3.294451e+0,\n50,3.290960e+0,\n51,3.288858e+0,\n52,3.302941e+0,\n53,3.293359e+0,\n54,3.302835e+0,\n55,3.288567e+0,\n56,3.302296e+0,\n57,3.288572e+0,\n58,3.291206e+0,\n59,3.301823e+0,\n60,3.295688e+0,\n61,3.304514e+0,\n62,3.297130e+0,\n63,3.292966e+0,\n64,3.291830e+0,\n65,3.313186e+0,\n66,3.296757e+0,\n67,2.799990e+0,\n68,2.153461e+0,\n69,1.475395e+0,\n70,8.241324e-1,\n71,1.729731e-1,\n72,-1.565949e-2,\n73,1.679241e-2,\n74,-9.684193e-4,\n75,1.554276e-2,\n76,5.793186e-3,\n77,-1.381770e-2,\n78,2.344542e-2,\n79,-1.282090e-3,\n80,1.400081e-2,\n81,8.267692e-3,\n82,4.941791e-3,\n83,-5.980636e-3,\n84,-1.316942e-2,\n85,-2.984576e-3,\n86,6.195714e-3,\n87,-8.122354e-3,\n88,-5.996814e-3,\n89,-1.350260e-2,\n90,-6.195789e-4,\n91,6.860907e-3,\n92,-3.598270e-4,\n93,-3.448363e-3,\n94,1.143218e-3,\n95,-3.482914e-5,\n96,-1.507389e-2,\n97,3.929558e-3,\n98,4.936621e-3,\n99,4.155332e-4,\n100,8.454901e-3,\n101,5.016707e-3,\n102,-2.514850e-2,\n103,5.982435e-3,\n104,4.258087e-3,\n105,7.808464e-3,\n106,-1.873226e-3,\n107,9.586124e-3,\n108,1.418050e-2,\n109,-1.765702e-3,\n110,-7.402860e-3,\n111,-4.924947e-3,\n112,-1.714927e-3,\n113,3.250480e-3,\n114,-1.133299e-2,\n115,-1.422788e-2,\n116,-2.329467e-2,\n117,1.140438e-2,\n118,2.070063e-3,\n119,6.624626e-3,\n120,-6.581671e-3,\n121,-2.880884e-3,\n122,3.431261e-3,\n123,-3.140086e-4,\n124,1.224022e-3,\n125,-4.696827e-3,\n126,1.892325e-2,\n127,1.065545e-2,\n128,-3.939223e-3,\n129,-3.884347e-3,\n130,-1.510817e-2,\n131,4.371540e-4,\n132,1.784550e-2,\n133,7.864823e-3,\n134,-1.464784e-2,\n135,3.503821e-3,\n136,1.017785e-2,\n137,7.830218e-4,\n138,-7.255492e-4,\n139,-1.317275e-2,\n140,-7.477100e-3,\n141,-5.848162e-3,\n142,1.195698e-3,\n143,-8.631953e-4,\n144,-4.329294e-3,\n145,-3.349521e-3,\n146,1.569337e-2,\n147,1.239490e-2,\n148,3.977778e-3,\n149,1.428483e-2,\n150,1.710542e-3,\n151,1.946218e-2,\n152,6.910368e-3,\n153,-6.076227e-3,\n154,6.197132e-3,\n155,1.197270e-2,\n156,8.618593e-3,\n157,-6.126609e-3,\n158,1.991793e-3,\n159,-5.227319e-3,\n160,-5.459944e-3,\n161,6.512438e-1,\n162,1.318569e+0,\n163,1.988958e+0,\n164,2.648839e+0,\n165,3.311452e+0,\n166,3.283880e+0,\n167,3.289903e+0,\n168,3.301517e+0,\n169,3.300620e+0,\n170,3.286068e+0,\n171,3.288668e+0,\n172,3.318394e+0,\n173,3.296212e+0,\n174,3.298870e+0,\n175,3.306438e+0,\n176,3.303090e+0,\n177,3.290159e+0,\n178,3.290912e+0,\n179,3.289448e+0,\n180,3.301612e+0,\n181,3.289379e+0,\n182,3.295798e+0,\n183,3.295314e+0,\n184,3.294621e+0,\n185,3.296833e+0,\n186,3.315886e+0,\n187,3.304794e+0,\n188,3.294588e+0,\n189,3.301060e+0,\n190,3.307786e+0,\n191,3.311827e+0,\n192,2.805111e+0,\n193,2.145304e+0,\n194,1.487760e+0,\n195,8.357616e-1,\n196,1.608894e-1,\n197,-2.871387e-3,\n198,-4.895901e-3,\n199,-3.151304e-3,\n200,2.549121e-3,\n201,3.521641e-3,\n202,2.678906e-3,\n203,1.331976e-2,\n204,1.593861e-3,\n205,-1.043934e-2,\n206,1.320254e-2,\n207,-4.609581e-3,\n208,7.310580e-3,\n209,2.085148e-2,\n210,9.237279e-3,\n211,2.612756e-2,\n212,-5.623538e-3,\n213,1.177022e-2,\n214,-9.419432e-3,\n215,4.127563e-3,\n216,1.121147e-2,\n217,1.013874e-2,\n218,-1.480792e-2,\n219,5.084402e-3,\n220,-6.603418e-3,\n221,-1.894935e-3,\n222,8.747271e-3,\n223,-5.313192e-3,\n224,-2.360724e-3,\n225,1.917725e-2,\n226,1.449103e-3,\n227,-3.022347e-3,\n228,-4.153298e-3,\n229,-1.133803e-3,\n230,-3.136279e-3,\n231,-1.135183e-2,\n232,-3.757370e-3,\n233,6.020841e-3,\n234,-1.856395e-2,\n235,1.411722e-3,\n236,1.135401e-2,\n237,-6.024718e-3,\n238,-1.036287e-2,\n239,1.181015e-3,\n240,1.300956e-3,\n241,-1.425261e-2,\n242,-5.748304e-3,\n243,3.972925e-3,\n244,1.084974e-2,\n245,2.753385e-3,\n246,-1.543571e-2,\n247,-2.973865e-4,\n248,2.001786e-2,\n249,-1.332016e-2,\n250,-9.086976e-3,\n251,-1.450583e-2,\n252,1.805345e-2,\n253,5.147499e-3,\n254,2.113116e-3,\n255,7.499153e-4,\n256,-1.973374e-5,\n257,7.457171e-3,\n258,1.338395e-2,\n259,-1.442333e-2,\n260,-1.208342e-2,\n261,3.099914e-2,\n262,3.305454e-3,\n263,8.431422e-4,\n264,1.561732e-2,\n265,1.376267e-2,\n266,-4.062739e-3,\n267,-9.690711e-3,\n268,-1.210238e-2,\n269,-1.153183e-2,\n270,1.983617e-3,\n271,-3.248671e-3,\n272,-6.474264e-3,\n273,-4.497771e-3,\n274,1.889579e-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5962e-3,\n2121,1.495450e-2,\n2122,2.574512e-3,\n2123,-3.854801e-3,\n2124,-2.446201e-3,\n2125,1.416282e-3,\n2126,-2.631400e-3,\n2127,4.187874e-3,\n2128,9.358387e-3,\n2129,2.054265e-3,\n2130,-3.786743e-3,\n2131,-1.879097e-2,\n2132,-6.548594e-3,\n2133,-9.367943e-3,\n2134,-7.502983e-3,\n2135,2.920922e-3,\n2136,2.777720e-3,\n2137,2.730842e-3,\n2138,-1.379176e-2,\n2139,-1.218066e-2,\n2140,2.825844e-3,\n2141,-1.122795e-2,\n2142,1.030479e-2,\n2143,7.165796e-3,\n2144,2.987574e-4,\n2145,-7.505627e-3,\n2146,-1.045595e-2,\n2147,9.428101e-3,\n2148,6.768325e-3,\n2149,1.011322e-2,\n2150,6.630411e-3,\n2151,2.956583e-3,\n2152,6.032994e-3,\n2153,-6.271037e-3,\n2154,1.395858e-2,\n2155,-1.029627e-2,\n2156,-2.838769e-2,\n2157,-2.387730e-3,\n2158,6.606726e-3,\n2159,8.955004e-4,\n2160,2.268161e-2,\n2161,6.590723e-1,\n2162,1.334038e+0,\n2163,1.963995e+0,\n2164,2.635601e+0,\n2165,3.298934e+0,\n2166,3.297124e+0,\n2167,3.287682e+0,\n2168,3.310484e+0,\n2169,3.301255e+0,\n2170,3.296130e+0,\n2171,3.312619e+0,\n2172,3.303841e+0,\n2173,3.295958e+0,\n2174,3.303875e+0,\n2175,3.304090e+0,\n2176,3.311354e+0,\n2177,3.299694e+0,\n2178,3.310378e+0,\n2179,3.271578e+0,\n2180,3.297875e+0,\n2181,3.292605e+0,\n2182,3.307426e+0,\n2183,3.323408e+0,\n2184,3.317169e+0,\n2185,3.298083e+0,\n2186,3.307463e+0,\n2187,3.284918e+0,\n2188,3.305717e+0,\n2189,3.293087e+0,\n2190,3.306975e+0,\n2191,3.305048e+0,\n2192,2.806531e+0,\n2193,2.162443e+0,\n2194,1.492046e+0,\n2195,8.260464e-1,\n2196,1.741978e-1,\n2197,-1.130634e-2,\n2198,-3.814083e-3,\n2199,9.748578e-3,\n2200,1.310445e-2,\n2201,6.226425e-3,\n2202,4.406047e-3,\n2203,1.361908e-2,\n2204,-1.175843e-2,\n2205,1.543638e-3,\n2206,3.122331e-5,\n2207,-1.368313e-2,\n2208,3.648685e-3,\n2209,1.378225e-2,\n2210,-1.235307e-2,\n2211,-2.122090e-2,\n2212,-8.240102e-3,\n2213,-2.231312e-2,\n2214,6.272535e-3,\n2215,2.081541e-2,\n2216,-1.134270e-2,\n2217,-6.471904e-3,\n2218,1.207134e-2,\n2219,1.250421e-2,\n2220,-1.147466e-2,\n2221,3.259544e-3,\n2222,1.256151e-2,\n2223,-1.015751e-2,\n2224,-4.748685e-4,\n2225,2.213071e-2,\n2226,1.561682e-2,\n2227,-5.107459e-3,\n2228,-8.319944e-3,\n2229,1.055536e-2,\n2230,5.348233e-3,\n2231,-1.630771e-3,\n2232,1.250547e-2,\n2233,-1.342932e-2,\n2234,-1.331289e-2,\n2235,-2.519265e-3,\n2236,2.228399e-3,\n2237,-1.979836e-3,\n2238,-1.423258e-2,\n2239,1.876371e-3,\n2240,8.903155e-3,\n2241,-6.859469e-3,\n2242,-3.309950e-3,\n2243,2.133555e-2,\n2244,-1.081869e-2,\n2245,2.070040e-2,\n2246,6.747865e-3,\n2247,1.829122e-3,\n2248,-1.022575e-5,\n2249,1.254319e-2,\n2250,-2.118208e-3,\n2251,-7.918561e-3,\n2252,-1.037413e-2,\n2253,6.940180e-4,\n2254,-5.799899e-3,\n2255,6.389530e-3,\n2256,9.041561e-3,\n2257,-1.428984e-2,\n2258,-6.175413e-3,\n2259,-3.470975e-3,\n2260,1.286695e-2,\n2261,-1.442227e-2,\n2262,-8.941540e-3,\n2263,1.544669e-2,\n2264,-6.616431e-3,\n2265,2.076409e-2,\n2266,-1.276412e-2,\n2267,-3.234274e-3,\n2268,9.339621e-3,\n2269,2.793640e-3,\n2270,-8.247511e-3,\n2271,1.108351e-2,\n2272,-1.784700e-2,\n2273,8.838523e-4,\n2274,-5.069565e-3,\n2275,-1.321222e-3,\n2276,-3.658520e-3,\n2277,3.275136e-3,\n2278,1.534525e-3,\n2279,1.016583e-3,\n2280,2.777152e-3,\n2281,1.276567e-2,\n2282,8.028926e-3,\n2283,6.276087e-3,\n2284,9.951796e-3,\n2285,-5.911647e-3,\n2286,6.775710e-1,\n2287,1.327361e+0,\n2288,1.970829e+0,\n2289,2.639422e+0,\n2290,3.303438e+0,\n2291,3.314139e+0,\n2292,3.302370e+0,\n2293,3.324466e+0,\n2294,3.293798e+0,\n2295,3.293962e+0,\n2296,3.300890e+0,\n2297,3.307993e+0,\n2298,3.303602e+0,\n2299,3.304804e+0,\n2300,3.305255e+0,\n2301,3.305128e+0,\n2302,3.307327e+0,\n2303,3.300745e+0,\n2304,3.305594e+0,\n2305,3.293246e+0,\n2306,3.293331e+0,\n2307,3.315430e+0,\n2308,3.285944e+0,\n2309,3.297157e+0,\n2310,3.310184e+0,\n2311,3.303704e+0,\n2312,3.285665e+0,\n2313,3.305093e+0,\n2314,3.299419e+0,\n2315,3.311535e+0,\n2316,3.288854e+0,\n2317,2.817617e+0,\n2318,2.145203e+0,\n2319,1.493615e+0,\n2320,8.447696e-1,\n2321,1.506348e-1,\n2322,-1.271738e-2,\n2323,3.420871e-3,\n2324,1.111906e-2,\n2325,-6.282115e-3,\n2326,9.164717e-4,\n2327,-4.610576e-3,\n2328,2.694584e-3,\n2329,-3.752880e-3,\n2330,4.284031e-3,\n2331,9.783753e-3,\n2332,-1.853236e-3,\n2333,4.567657e-3,\n2334,1.376129e-2,\n2335,-4.173841e-3,\n2336,-7.540583e-3,\n2337,-1.732067e-2,\n2338,-8.707094e-3,\n2339,-1.402897e-4,\n2340,-7.728950e-3,\n2341,-7.386917e-3,\n2342,-7.704506e-3,\n2343,-3.445082e-3,\n2344,1.736946e-3,\n2345,-1.536849e-2,\n2346,-6.064995e-3,\n2347,1.026988e-2,\n2348,1.377846e-2,\n2349,9.817745e-3,\n2350,5.142440e-3,\n2351,-1.266696e-2,\n2352,-5.540179e-3,\n2353,-1.479578e-2,\n2354,-8.332833e-3,\n2355,-1.290730e-4,\n2356,-1.346529e-2,\n2357,6.175463e-3,\n2358,-4.419576e-3,\n2359,-1.255310e-2,\n2360,4.218688e-3,\n2361,1.001879e-2,\n2362,-4.150397e-3,\n2363,-1.587721e-2,\n2364,-1.023177e-2,\n2365,2.309921e-2,\n2366,9.496751e-3,\n2367,6.470335e-3,\n2368,-3.488102e-3,\n2369,-1.853649e-2,\n2370,5.117118e-3,\n2371,7.193991e-5,\n2372,-4.547644e-3,\n2373,1.743162e-3,\n2374,-7.542913e-3,\n2375,-9.125113e-4,\n2376,2.583006e-3,\n2377,1.912950e-2,\n2378,1.826634e-2,\n2379,-2.058018e-3,\n2380,4.474907e-3,\n2381,-9.446145e-3,\n2382,6.091342e-3,\n2383,1.382615e-2,\n2384,5.630406e-3,\n2385,2.896210e-3,\n2386,1.305919e-2,\n2387,8.314100e-3,\n2388,8.753236e-3,\n2389,-4.079662e-4,\n2390,1.466984e-2,\n2391,1.056160e-2,\n2392,1.124951e-2,\n2393,-1.033136e-2,\n2394,-7.687997e-3,\n2395,9.937993e-3,\n2396,-5.953642e-3,\n2397,-1.463315e-2,\n2398,-5.286039e-3,\n2399,-1.840121e-2,\n2400,7.086124e-3,\n2401,-2.971147e-4,\n2402,-1.334820e-2,\n2403,-1.292510e-2,\n2404,1.844380e-3,\n2405,-1.814933e-3,\n2406,-5.211569e-3,\n2407,1.474412e-2,\n2408,-2.161707e-4,\n2409,-8.928867e-3,\n2410,2.082846e-3,\n2411,6.661962e-1,\n2412,1.310425e+0,\n2413,1.983802e+0,\n2414,2.633970e+0,\n2415,3.310797e+0,\n2416,3.288648e+0,\n2417,3.290131e+0,\n2418,3.303158e+0,\n2419,3.301779e+0,\n2420,3.290987e+0,\n2421,3.289350e+0,\n2422,3.307880e+0,\n2423,3.287772e+0,\n2424,3.314788e+0,\n2425,3.296496e+0,\n2426,3.285385e+0,\n2427,3.302060e+0,\n2428,3.308403e+0,\n2429,3.304182e+0,\n2430,3.293899e+0,\n2431,3.300383e+0,\n2432,3.298566e+0,\n2433,3.308260e+0,\n2434,3.304340e+0,\n2435,3.298157e+0,\n2436,3.297510e+0,\n2437,3.316389e+0,\n2438,3.290920e+0,\n2439,3.279506e+0,\n2440,3.291615e+0,\n2441,3.294390e+0,\n2442,2.816048e+0,\n2443,2.123959e+0,\n2444,1.486501e+0,\n2445,8.207946e-1,\n2446,1.700901e-1,\n2447,6.929076e-3,\n2448,-2.117575e-4,\n2449,1.096709e-3,\n2450,-5.747084e-3,\n2451,7.979005e-3,\n2452,-1.675938e-2,\n2453,-5.179854e-3,\n2454,8.207425e-3,\n2455,6.842287e-3,\n2456,1.016722e-2,\n2457,1.372352e-2,\n2458,-1.905038e-2,\n2459,5.881794e-3,\n2460,-4.921217e-3,\n2461,6.438857e-3,\n2462,7.242491e-3,\n2463,5.224687e-3,\n2464,-1.208939e-2,\n2465,-2.383644e-2,\n2466,-1.159876e-2,\n2467,-2.058009e-2,\n2468,-1.265875e-2,\n2469,8.711116e-3,\n2470,1.130473e-3,\n2471,-7.587162e-3,\n2472,-1.128260e-2,\n2473,-4.788626e-4,\n2474,1.900125e-2,\n2475,5.451833e-4,\n2476,1.396648e-2,\n2477,3.872246e-3,\n2478,1.894961e-2,\n2479,-1.526701e-2,\n2480,-1.870826e-3,\n2481,6.559874e-3,\n2482,5.165113e-3,\n2483,1.004646e-2,\n2484,2.261009e-3,\n2485,2.168904e-2,\n2486,-2.772327e-3,\n2487,-2.013289e-3,\n2488,2.790948e-3,\n2489,-4.661813e-3,\n2490,-1.208534e-2,\n2491,-1.070183e-2,\n2492,-1.050600e-2,\n2493,1.673825e-3,\n2494,1.028441e-2,\n2495,9.810262e-3,\n2496,3.467621e-3,\n2497,-7.555490e-3,\n2498,-2.583025e-2,\n2499,-1.688436e-2,\n",
                    "window": "blackman-harris",
                    "fftSize": "auto",
                    "harmonics": 10,
                    "spectrumChannel": 1,
                    "hysteresis": 10
                  }
                },
                "example2": {
                  "summary": "Sound-card capture: 997 Hz sine, 2 channels (WAV)",
                  "value": {
                    "file": {
                      "filename": "soundcard-997hz.wav",
                      "contentType": "audio/wav",
                      "contentBase64": 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"
                    },
                    "voltsPerFullScale": 2,
                    "window": "blackman-harris",
                    "fftSize": "auto",
                    "harmonics": 10,
                    "spectrumChannel": 1,
                    "hysteresis": 10
                  }
                },
                "example3": {
                  "summary": "Sine 1 kHz with 1.1 % THD (Keysight-style CSV), flat-top window",
                  "value": {
                    "csv": 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                    "harmonics": 5,
                    "spectrumChannel": 1,
                    "hysteresis": 10
                  }
                }
              }
            }
          }
        },
        "responses": {
          "200": {
            "description": "Calculation result envelope.",
            "content": {
              "application/json": {
                "schema": {
                  "$ref": "#/components/schemas/OhmforgeCaptureAnalyzerResult"
                }
              }
            }
          },
          "400": {
            "description": "Malformed JSON body.",
            "content": {
              "application/problem+json": {
                "schema": {
                  "$ref": "#/components/schemas/Problem"
                }
              }
            }
          },
          "422": {
            "description": "Invalid input (see errors[]).",
            "content": {
              "application/problem+json": {
                "schema": {
                  "$ref": "#/components/schemas/Problem"
                }
              }
            }
          },
          "429": {
            "description": "Rate limit exceeded (see Retry-After).",
            "content": {
              "application/problem+json": {
                "schema": {
                  "$ref": "#/components/schemas/Problem"
                }
              }
            }
          }
        }
      }
    },
    "/api/v1/tool": {
      "get": {
        "operationId": "getToolDefinition",
        "summary": "Inputs, output schema and examples for this tool",
        "responses": {
          "200": {
            "description": "Tool definition.",
            "content": {
              "application/json": {
                "schema": {
                  "type": "object"
                }
              }
            }
          }
        }
      }
    }
  },
  "components": {
    "schemas": {
      "Problem": {
        "type": "object",
        "description": "RFC 9457 problem details. 422 responses include per-field `errors`.",
        "required": [
          "type",
          "title",
          "status",
          "detail"
        ],
        "properties": {
          "type": {
            "type": "string"
          },
          "title": {
            "type": "string"
          },
          "status": {
            "type": "integer"
          },
          "detail": {
            "type": "string"
          },
          "code": {
            "type": "string"
          },
          "errors": {
            "type": "array",
            "items": {
              "type": "object",
              "required": [
                "field",
                "message"
              ],
              "properties": {
                "field": {
                  "type": "string"
                },
                "message": {
                  "type": "string"
                }
              }
            }
          }
        }
      },
      "OhmforgeCaptureAnalyzerInput": {
        "type": "object",
        "additionalProperties": false,
        "properties": {
          "file": {
            "title": "Capture file",
            "description": "CSV from a scope (Rigol, Siglent, Keysight, Tektronix or any \"time, channel…\" table), a sigrok/PulseView or logic-analyzer CSV, or a WAV recording; up to 25 MB and 2 million rows. Files are processed in memory and not kept. Upload as {filename, contentType?, contentBase64}. Max 25600 KiB. Accepts .csv,.txt,.tsv,.wav,text/csv,text/plain,audio/wav,audio/x-wav.",
            "type": "object",
            "additionalProperties": false,
            "required": [
              "filename",
              "contentBase64"
            ],
            "properties": {
              "filename": {
                "type": "string"
              },
              "contentType": {
                "type": "string"
              },
              "contentBase64": {
                "type": "string"
              }
            }
          },
          "csv": {
            "title": "Or paste the CSV text",
            "description": "Used when no file is uploaded.",
            "type": "string",
            "maxLength": 200000
          },
          "sampleRate": {
            "title": "Sample rate (only if the file has no time column)",
            "type": "number",
            "minimum": 0.001,
            "maximum": 1000000000000,
            "x-unit": "Hz"
          },
          "voltsPerFullScale": {
            "title": "WAV calibration: volts at full scale (optional)",
            "description": "Scales WAV samples to volts; empty = full-scale units (FS).",
            "type": "number",
            "minimum": 0.000001,
            "maximum": 10000,
            "x-unit": "V"
          },
          "window": {
            "title": "FFT window",
            "type": "string",
            "enum": [
              "blackman-harris",
              "flattop",
              "hann",
              "hamming",
              "rectangular"
            ],
            "default": "blackman-harris"
          },
          "fftSize": {
            "title": "FFT size",
            "type": "string",
            "enum": [
              "auto",
              "1024",
              "4096",
              "16384",
              "65536"
            ],
            "default": "auto"
          },
          "harmonics": {
            "title": "Harmonics counted for THD",
            "type": "integer",
            "minimum": 2,
            "maximum": 50,
            "default": 10
          },
          "spectrumChannel": {
            "title": "Channel for the spectrum (1 = first)",
            "type": "integer",
            "minimum": 1,
            "maximum": 4,
            "default": 1
          },
          "hysteresis": {
            "title": "Crossing hysteresis",
            "description": "Noise smaller than this band does not count as a crossing.",
            "type": "number",
            "minimum": 0,
            "maximum": 50,
            "default": 10,
            "x-unit": "% of amplitude"
          },
          "from": {
            "title": "Analyse from (optional)",
            "description": "Start of the time gate, in the capture's time (can be negative for pre-trigger samples).",
            "type": "number",
            "x-unit": "s"
          },
          "to": {
            "title": "Analyse to (optional)",
            "type": "number",
            "x-unit": "s"
          }
        },
        "required": []
      },
      "OhmforgeCaptureAnalyzerResult": {
        "type": "object",
        "additionalProperties": false,
        "required": [
          "schemaVersion",
          "tool",
          "computedAt",
          "inputs",
          "summary",
          "result",
          "units",
          "assumptions",
          "sources",
          "warnings",
          "presentation",
          "links"
        ],
        "properties": {
          "schemaVersion": {
            "type": "string",
            "const": "1.0"
          },
          "tool": {
            "type": "object",
            "additionalProperties": false,
            "required": [
              "id",
              "name",
              "version"
            ],
            "properties": {
              "id": {
                "type": "string"
              },
              "name": {
                "type": "string"
              },
              "version": {
                "type": "string"
              }
            }
          },
          "computedAt": {
            "type": "string",
            "format": "date-time"
          },
          "inputs": {
            "type": "object",
            "description": "Normalised inputs actually used, including applied defaults."
          },
          "summary": {
            "type": "string"
          },
          "result": {
            "type": "object",
            "additionalProperties": false,
            "required": [
              "format",
              "source",
              "samples",
              "durationSeconds",
              "sampleRate",
              "uniform",
              "channels",
              "spectrum",
              "logic",
              "notes"
            ],
            "properties": {
              "format": {
                "type": "string"
              },
              "source": {
                "type": "string"
              },
              "samples": {
                "type": "integer"
              },
              "durationSeconds": {
                "type": "number"
              },
              "sampleRate": {
                "type": [
                  "number",
                  "null"
                ]
              },
              "uniform": {
                "type": "boolean"
              },
              "channels": {
                "type": "array",
                "items": {
                  "type": "object",
                  "additionalProperties": false,
                  "required": [
                    "name",
                    "unit",
                    "min",
                    "max",
                    "vpp",
                    "mean",
                    "rms",
                    "rmsAc",
                    "cycleMean",
                    "cycleRms",
                    "wholePeriods",
                    "top",
                    "base",
                    "amplitude",
                    "stateMethod",
                    "frequency",
                    "period",
                    "periodJitter",
                    "dutyPercent",
                    "positiveWidth",
                    "negativeWidth",
                    "riseTime",
                    "fallTime",
                    "riseCount",
                    "fallCount",
                    "overshootPercent",
                    "preshootPercent"
                  ],
                  "properties": {
                    "name": {
                      "type": "string"
                    },
                    "unit": {
                      "type": "string"
                    },
                    "min": {
                      "type": "number"
                    },
                    "max": {
                      "type": "number"
                    },
                    "vpp": {
                      "type": "number"
                    },
                    "mean": {
                      "type": "number"
                    },
                    "rms": {
                      "type": "number",
                      "description": "True RMS including DC (whole record)."
                    },
                    "rmsAc": {
                      "type": "number",
                      "description": "RMS of the AC part: √(RMS² − mean²)."
                    },
                    "cycleMean": {
                      "type": [
                        "number",
                        "null"
                      ]
                    },
                    "cycleRms": {
                      "type": [
                        "number",
                        "null"
                      ],
                      "description": "RMS over the whole periods between the first and last rising crossing."
                    },
                    "wholePeriods": {
                      "type": "integer"
                    },
                    "top": {
                      "type": "number"
                    },
                    "base": {
                      "type": "number"
                    },
                    "amplitude": {
                      "type": "number"
                    },
                    "stateMethod": {
                      "type": "string",
                      "enum": [
                        "histogram",
                        "minmax"
                      ]
                    },
                    "frequency": {
                      "type": [
                        "number",
                        "null"
                      ]
                    },
                    "period": {
                      "type": [
                        "number",
                        "null"
                      ]
                    },
                    "periodJitter": {
                      "type": [
                        "number",
                        "null"
                      ],
                      "description": "Standard deviation of the single periods (s)."
                    },
                    "dutyPercent": {
                      "type": [
                        "number",
                        "null"
                      ]
                    },
                    "positiveWidth": {
                      "type": [
                        "number",
                        "null"
                      ]
                    },
                    "negativeWidth": {
                      "type": [
                        "number",
                        "null"
                      ]
                    },
                    "riseTime": {
                      "type": [
                        "number",
                        "null"
                      ],
                      "description": "10–90 % rise time, mean over riseCount edges (s)."
                    },
                    "fallTime": {
                      "type": [
                        "number",
                        "null"
                      ]
                    },
                    "riseCount": {
                      "type": "integer"
                    },
                    "fallCount": {
                      "type": "integer"
                    },
                    "overshootPercent": {
                      "type": [
                        "number",
                        "null"
                      ]
                    },
                    "preshootPercent": {
                      "type": [
                        "number",
                        "null"
                      ]
                    }
                  }
                }
              },
              "spectrum": {
                "type": [
                  "object",
                  "null"
                ],
                "additionalProperties": false,
                "required": [
                  "channel",
                  "window",
                  "fftSize",
                  "frames",
                  "binHz",
                  "peaks",
                  "fundamentalHz",
                  "fundamentalRms",
                  "thdPercent",
                  "thdDb",
                  "thdNPercent",
                  "snrDb",
                  "sinadDb",
                  "enob",
                  "harmonics"
                ],
                "properties": {
                  "channel": {
                    "type": "string"
                  },
                  "window": {
                    "type": "string"
                  },
                  "fftSize": {
                    "type": "integer"
                  },
                  "frames": {
                    "type": "integer"
                  },
                  "binHz": {
                    "type": "number"
                  },
                  "peaks": {
                    "type": "array",
                    "items": {
                      "type": "object",
                      "additionalProperties": false,
                      "required": [
                        "frequencyHz",
                        "levelDb"
                      ],
                      "properties": {
                        "frequencyHz": {
                          "type": "number"
                        },
                        "levelDb": {
                          "type": "number",
                          "description": "dB re 1 unit RMS (dBV for volts)."
                        }
                      }
                    }
                  },
                  "fundamentalHz": {
                    "type": [
                      "number",
                      "null"
                    ]
                  },
                  "fundamentalRms": {
                    "type": [
                      "number",
                      "null"
                    ]
                  },
                  "thdPercent": {
                    "type": [
                      "number",
                      "null"
                    ]
                  },
                  "thdDb": {
                    "type": [
                      "number",
                      "null"
                    ]
                  },
                  "thdNPercent": {
                    "type": [
                      "number",
                      "null"
                    ]
                  },
                  "snrDb": {
                    "type": [
                      "number",
                      "null"
                    ]
                  },
                  "sinadDb": {
                    "type": [
                      "number",
                      "null"
                    ]
                  },
                  "enob": {
                    "type": [
                      "number",
                      "null"
                    ],
                    "description": "Effective number of bits; null when SINAD is below 1.76 dB (not a sine)."
                  },
                  "harmonics": {
                    "type": "array",
                    "items": {
                      "type": "object",
                      "additionalProperties": false,
                      "required": [
                        "order",
                        "frequencyHz",
                        "rms",
                        "dBc"
                      ],
                      "properties": {
                        "order": {
                          "type": "integer"
                        },
                        "frequencyHz": {
                          "type": "number"
                        },
                        "rms": {
                          "type": "number"
                        },
                        "dBc": {
                          "type": "number"
                        }
                      }
                    }
                  }
                }
              },
              "logic": {
                "type": "array",
                "items": {
                  "type": "object",
                  "additionalProperties": false,
                  "required": [
                    "name",
                    "edges",
                    "frequency",
                    "dutyPercent",
                    "minPulse"
                  ],
                  "properties": {
                    "name": {
                      "type": "string"
                    },
                    "edges": {
                      "type": "integer"
                    },
                    "frequency": {
                      "type": [
                        "number",
                        "null"
                      ]
                    },
                    "dutyPercent": {
                      "type": [
                        "number",
                        "null"
                      ]
                    },
                    "minPulse": {
                      "type": [
                        "number",
                        "null"
                      ]
                    }
                  }
                }
              },
              "notes": {
                "type": "array",
                "items": {
                  "type": "string"
                }
              }
            }
          },
          "units": {
            "type": "object",
            "additionalProperties": {
              "type": "string"
            }
          },
          "assumptions": {
            "type": "array",
            "items": {
              "type": "string"
            }
          },
          "sources": {
            "type": "array",
            "items": {
              "type": "object",
              "additionalProperties": false,
              "required": [
                "title"
              ],
              "properties": {
                "title": {
                  "type": "string"
                },
                "url": {
                  "type": "string"
                },
                "publisher": {
                  "type": "string"
                },
                "retrievedAt": {
                  "type": "string"
                },
                "note": {
                  "type": "string"
                }
              }
            }
          },
          "warnings": {
            "type": "array",
            "items": {
              "type": "string"
            }
          },
          "presentation": {
            "type": "array",
            "items": {
              "type": "object"
            },
            "description": "Display blocks used by the human page (same data)."
          },
          "links": {
            "type": "object",
            "additionalProperties": false,
            "required": [
              "human",
              "api",
              "openapi",
              "methodology"
            ],
            "properties": {
              "human": {
                "type": "string",
                "format": "uri"
              },
              "api": {
                "type": "string",
                "format": "uri"
              },
              "openapi": {
                "type": "string",
                "format": "uri"
              },
              "methodology": {
                "type": "string",
                "format": "uri"
              }
            }
          }
        }
      }
    }
  }
}