Even Order Harmonics.
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Is there a way somehow to create even order harmonics in Hise/Scriptnode ?
Wanted to test out doing some Tube style saturation. -
This seems to somewhat work . Not sure if the third harmonic should be higher ...need to work more on this
EDIT: Encountered a problem with this , loud DC thump when I push play in the daw , not a problem when playing this with sine gen , only when I push play in the daw ?
Any thoughts ?
HiseSnippet 2474.3oc6bs7aabbFeWRM5kabrSbZSuQ3lCx.NBboUrKPeHZ8rBwzhUT1NA8fynkCIWnk6rc2kxhIo.En8PukysGZ6w1KE8ZKPg0e.0.A0G50li8lykbnH.oeyL6xc1kKIWQQIQYy8h37b+9988blcFU1gpSbcoNJpysaaahh52BUoskWiUafMrT1ZME0KidD9.haCrMw4wETVosM10kTUQUM6lr9nN2TJ7mWr7JXSrkNIrJEkGRMzI2ynogWXskK99FllafqR10noTuWp3V5TqUolzV.8jEkWwFquOtN49XV2xfTTmd8pFdTmJdXOhqh5TqPq1tRC5SrD8+gFtF6YRXEzTp.Sjn5MnlUYTLqVkUaXXVsb.e6p.SZ4PTHq.EtFpjQUiN0GhFWg2PtvQHiGpYhRdYiPdZxjWdIxKARRUhjlRPRWEUQ2wv1KrEF8bIzVVdDmZX.1kIEQeUTOBsJE5fk2hMw6S1vAJzY.Kbq74uYNs74uwOnVKKcOCpUNp08odjssV3Fy+IyO27+h4yEuoZ0RrM1qwgZZRbRrYlj1oeCbAqVM2i3bybGfMaQ5zQf8ihondioxhbcAWK0Qp0VVFdaaSr5khfhOTA3eFepB5pGG8urO5WwznJwQw..4YPuuEcOMENAKaFnj5AWHgA+fsVC6gY5.9jCPhfommAi6UWib.XPIzHlCsFwceOpMmdaZSsXDu5LCjhOT1BscXg6Tz0iXWw3iCnnhewG+qW1N.h1pJ28.eVyswGnAlmNfkInMwZYZD2cfhDkL6.Y+PJ4ivEknje3HfRZRq5CR5F6QLA+NcYSAVyzpsLwdQMwYC2uAPGMhcEy3wx0vqsrLKtc+Toytu+tkRK4dUTYCO8FISuYRfdYp2mxzquWzWCsdsZDcuPhcJzFevv5xTq+tLQc+9mCsCskGAdkBfhUxvpdtRXOGiC0hRHYGQDhh+aQ7R.h39sZVAhnoS.XvxhXxbhoxjE9kyyJyDKUHVU4ExD1nFqrpei7BYCar.q72.OrF6TvuwaI2XmBxRoY6Dw2nosIYy.gDBslS6dEn+ne1m8UKuFwDGQi5QFU8ZDTwM9zGTLgTA1x5.vMVYpI1It93nB6UmJ0FMLVJ2EFi72.wg7KRDLWk3hCAeETY73fBwP48HvLOeLe.ZxMpEqwBAtZ5o2ir9Mln2Cevbd+vv9NYiDUNoDR+6nb4V2ptgEYQcGBfbq4Zeeh2SnN6uv0kVowtNX.wcA785RomZ6PfP8jcokAqgEbwL+V6.SxMysmIUeeVBCcmioeZCqv5wB59v3vjJ5ziOgHhKjiDhHtP9XFhXjjFre5zCWZvviuNAewP9+F9ESE66fRTMg0OQFeaf0gxsKiYgjtJhsT.vJm3rndGq82N44PSAjDxx.l4w8.0lHUqlk8hBVmpPv.Y81jmyKrJU+e6GSDodSnGBSgc.EV1JgJ4JupWlJT4fDXYyeFwafw6YE7zLLhdFjqsIrP5dxehlOsXA0rRqDADP9TXFeTWPgBHd.RfyCPNZtdIxISIwIHDtZ0n7w7nlveWjU+4OCDFnZWrSchGORWnNDaGDBJw3HdpWhwVxv5gws1JgO7gwWH58nOg33uyML2XOv1tS4vdUoyxzlAkew74AGe6Sdh.2j6mP6P7Rh+pdpRWhCH4T1HdcDEHbgadsaeXT4w2URuJZ2hIdTGUhmtLTyFZnpJo7LMxCa0HJ0dIg1CugW0TeB6orRDOJozp7+jq8W1jsJ+iuBzxQUfjYjjTs7Mva1xLQCbV8iYdnFVwEytczIvRxp+jI1jL0mAUGLkKD2nQm5PVr94UPinhA0L9kfkAjUjr6NDWhWhbGHfZsmogNinThMtWG8.WRJG5.E8YRuk5GdT2BdFJ1sf+COJIAuRD60e2uk872hI3+w5+imU+u9VEE9A4abPWuQkSjykheVwTqqB8cvj72z9OT9MW64KK1O8JMoTuFP14wo6kJF0yhjyjYE48n8RPhOSyR7QaLNymyUGiwSDZTFCSJS+qDMuGsgLwmS6T+Uij5OK0Fsw4jdFIZNixLfF8AT6kCpoYY6n8xd5Niyxlm1cxNZSR1YRxNWPR1o2NVbOnVrr1eMTMCSVWWDZ6BmuET5kWKUrK40u44IJuVpXBxKnuCVd8rO8+dmeUym4Ku1vg7yaQrza2O4Uen6awed9xxz8y9mrmuWL5NnmQo6f9NX59+86+Se00+xOmS2YQ+z9EqZf3bgDLkKjHNWHQS4Bofdk8ge5XJOxC6LPS4fgcBo6qjdWPPeqD8faH3k9.0kXNS56VCLMOZ4jfkSBVNdFr7Wd6nAKUmQhKlVvtqXfcS8JNS6lp20jwOyXVD92yzMZQPmjYAvNeThusQY4iLUPVqP+4XtCa4AaUErHXez6ss67sdCTL6ur4EOcT586q+ye4+pzdk6gWj0Oz1g35xYQvPVoareW1xOO9X+fx1uqglNz2+iCbZB+mzfOuSwziBCB9QHKR8wGzWrs+iyf+wADFrtO2M6XjtOOfc4DNsliHz+rLP1fP+Y4d8yUXbB+4at6qJp+yxb8+SFmD.A6R5qJR.fO3z5YgLHso+3uWnWbx+4XJBj2siS7kI.cbtLA+H4ivuRQOxgdcx8U4XLoQtW.jjmTdRco6zL+HhWuNMyEm+ee8i56oY9Ot4Wr9jSy7jSy7jSy7Y1oY9L6ftdbuwHEFauwHCOJoDNsciR7VkPoKKPoKA9XsH76IJGm917x4XGo1baRrHNX9YoU9dHE8ph94o8phZm5qJ515dvqmeTdsotQl3JjlF6BgdbiD10kv1L8cXlGx0uJE6jXSuX4M.lLwwTA60xgamc2lzVVd8KZvToSKY.WY0oNstxpmwdoNo2ztQyMrct.ZTj5v5PncSHMoNwppgaY5ETazq0PIpE0tA0hsmrgB8cHfkb85jna2cRLzc87v56GVy0JtCwjfkUfemh2CT7vNkDe0sgAKzN1213DkWuMRPt4XFi4d43FRl8h1Mj7TIvLJwPNYNQgbjY2qED3fEiHLvwawKWi5zrGwMxdVG2PSdli0VA41Vi30xJZ2EUEoWL1aCf8zjMFBpTpmyVDxWKxjAkiLSkLhbqsW2BCB8JDfaptsqNvr3XqKrbKSWBOsUo48+HUcA4pOcBSglDl57JLUgIgolDl5BeXpTagBtGG+Vt6oRT0w6kT2Dq6Pert3lexLZmkWCfXV7+I9LGpDqbtN2WTD6KbqzDb8+Xccld06BHaxiovPLlaMDiYogXLu2PLlaODi4NCwX998cLrnt2skGsovxApn757MMVUUjjA2HR4+CRs78L
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When using this configuration I am getting a loud DC thump when i hit play in a daw , also when a note hits via the daw , less pronounced when I play HISE directly. A hipass filter will not get rid of it.
HiseSnippet 8374.3oc68rDbabjcCjzHIRKZK606uZqroMxtwfZofv.RJRJEEA9UB1jhzDTRVwxwd.PCxwZvLPyLfTzZUh1M+1aIWcpTUbkS4TJeb2CIKqbJG1TkSsmxoU4bt3CYuFm2q64S2yGPPpuTgPkMwzed8685229yfUbraPccscTxMvZa2gpj6Tp011xaiY2P2vRo5bJ49tp2P2bSpmmNYbMxZcqSIqR2j5TWYls6n65RapjK2QuB17bCbLE1mu5xynapa0fFUjhxMrMZPWznsgWToqT4cMLMWPuIcMi1BsdrJUaXaMqsocW.0NpZIkN5Mti95zqoiM6HpJ4N97MM7rcp4o6QcUxcrYratcsMr2xh29aX3ZT2jhOnoTC.Du3ErMahXL9ckY2vvr4JAr.WEkbmXkHFxQ4Lj2TcIilFgkGwXNMqBRTOD4G4NhL5cTIzSSD8JIfdofR4DPoiwQoWWsVCGiNdQ0f3yqnV0xi5zRGX6hnBusJGo7HpyZCsvxqXa86PWvAdHrGElnr1HjwFapgu3PCNzfm6buE4R6+Ojps6XRaCCEgdWhmgoGBTXF00irotCYEcGXdzyw3ty+djKQXRbEWm5MeqVzFdExGUOY92KOhRm6bQ81y1h9tV10gdFPPPem0tcGnBKn6AMHOmXFZPCKSCKJoUWqFdF1VDaqYzsZpgBsHDbrMKzHn6i.igYW5vCM38GZvALsanaRLrZRuGLbh3cQr2jeDoD4Lxkifd4VsbodvnOfTUPYS6AeudWOZAFPGIbbQZnP9152K+vjyxwA.5wq1vJ+vHU0GHl1iGh4yFfl9.et3PClN6NjWleXDP9bzY0MMqCJsERxr8kwNSL4rycNRsYWs5JqcskmadxrKesar7hWespKeMxpyei4WcFxaAejEjltaSC6apuIsksSasLEHjaV9.Ybr0Vf.GwaCJwkolPV38IeRW.5lF2gRzIan6zrgMXxfz1tYWS5PCJCKjfKjuSfhX0l4GgjuV.nDFpq6RYCSMcT0nJadqDHJCyvQ3PSC2Nl5aiEiOx5ngSMSaOhcKd2Yfdg2Oc7vMB3.dTBG7ybtLzmI.rma0aQNG4lyuF4cu1xyTKXZVlG2zYalDUJ5o9UwnxnNrE0KqN3WUOTLAPdSp26ZUuuTL25FL8jKQl2Zc.P3PMGsgQcpo6B1N3PsfdCvLbgPg4A7QAYQ9fBw+2H9Pk05vQpY+NRZEKEn+xffOOpWiWyaHqpktPLmyTyroSV5Yw4cABeneGXVotqgGUdt0uvLUb7q2e9xgtNnWXcmOZCaH..nSkXE62HDmVAnGuUs65ArnBAypEVmOmQfOqywbzudA9ebKpa4Yb2tzs1..BNP710zQeq0n2CPBPT9CJMRoQzJMR4Re3vWzuI7+uQKRAQb5RDOGlPBVo+fF.tEQrpzHjoFgTtD++fYqfg7AAf8ACGmrVxtqKMjQGRWPXPVdAzFhHrBJ1vznwcnMY3fOF3KzX2gZcSNXKjeCOuNtW3bmaqs1pnoN9Oql5nRcQPjOOGqd.iJAYLJQ.ZRyA7wj8jOg3sggaQGZGbtnfOb7oJhu0nytG+DXU.55JNTfiPPR4hxBSczsnlhFg0a1bErLv.IqJXhb7I.993x1K3PbNeaeYIJJ0J+XBHev6TCbOvg9GJp5fxhN.N53YPcgPcZiMT.OXbx7aYzzai7Wfb9RkFgUvFTi02vCJYzw8KAlpZyETgRSTVYrvPIFwfT1vnIko2IwNloqGDbBL26WaLKmHS0m+lEaHpIgFQC4CazzlA0ObW4CBPAlSJw+ONOwQGDAuhic2N.skuT9PpKMq0QvIvbsU210oNR1pI9e3L+ht.FFzZeyjnRGN.QfKcCbIFtP2q6OA5HwYjsEKLy8qX4PCJU1tZVD7QrdwVPZPSaZVnz8VXgRrOCewA39eDMYhUW+75ZSNQf2ItksoMMV2h1jYujo92T2SunG7Hy1IH3xsJ.39MQY9BCGUvUYx7EF9CgHWZ.zjCsYden+fToGOcGOLcMmBkKUJCJlUeRKlQBDr.4A7Sxi5rccb.L.hUxgCQLcuB9HC2ZeAdmtDIed.XC3Ch7UsL7xK2NI1.4stDa3h6Xv2ZYT63M6hwpW1ZZj8TThIAsWHOP2fLtO06hgDxDd.vuD0pa9mHRsaR.+Ejqg.0WFlabwMq3GpypdZGG6sVkYkKinHh2NIUsjl.xn4YD2l+jCO8FXVTaXQm49RBl15MQBKRNnPKcvGnXxH6JMtHsU+PhXy5eJTn0OtDHNEZ.wUjjHkhuILpjGCu1BoN2sNk4RN6bmCZguTZTeaCZ.8Ls6fFH5XR.al1xnsNDqYKaT6fbGnktYHeu10mYdxzWq5RSio+w.TMJOEIHMLJlejt01Dcm5FdN5Naym.Xs6lz21zjTmR55ZXsNAvPVv0WCRRR2z3SoMKLLAhzrwFDvYoq0a6QZn6.Y5UGrNy..NHPj7cgX9czsVGfZ.cw0sQD.0n8i9ORYdMvPAAmYcYv.H10oLcTb0VbIFd.XwrDw08gn6RxC17a6BYDzA7wFx1YxFUw9VH+8WY0kem4mcsOZgkWbt4W8AXiHrdTri05HRDAhPzfEzAKYRZK8tldPGzwv9iFAfL7GfntybQTJBH9b6MzMaQXQIEj.Jmr.cHhCEbmoGjyJi.2B7hALddlts5BO.B11lcQEogigBE7i9ZDxDrwMVk9QhMB47SFhUWkByTaQ4CiKjrElgtCsETrUCZPVynfkH3X11uydPvMXtjMLf7uGlLKBYScPUvmdoMCD5hMRXiBxUrTQdFRRz1t5ZDF+UodccrbCoGRGaHoAzbTKHFN.tEKpE4G0hFlGbj2LraESS7Wx7BtHHaPabGL8Ebv31s1.DOarAJ82DboBlyBGg2RbHBI0jdUA3BYM2nqIpwi.d6yZyV5IlFgqu3ESXJlq1LkN6n63RqByWgHyYHZkmbX3ObYj.vHgEbwjHRqksC6IKzwYC+YgzhFPbdLXDSw6OoFFNDelxCmYAwFPaYzRscIEtD72q9ovbFDFiCvIj0AhhiZzRoaxbuETP0EW75KU8rqV8ZWQz3onM7FFNML2EO.BsIex7Z1qdA9+iFyE3f8xb9h5N.PmEZLnl3.BRPuAy25NPVN6CC7hi5yMS7wPhHi7kGeLVttwqOzNe4IFaeYnWDhOsM0mXrRyXeLR7Py8OwM26KpbfvdujzvSTK9rttDX.vfm3WM.QZrgr895dfT0kHePFabCqeZ4GdjHFRzmd0mx6i9L59nOisO5y34G9CuXZcJ8xD2UxXqeYrU5gu1g9K3Aesr5g0cW1zQMwn0EJRXE0g7.q17dYtDa3T3trWH3ROyeFeBIKNLARA6cQ1F5sbqntyVQErc9jQjRnHJxTC8gzYBZpvBFwfxC3ojipYEpS.qm3HNLodFIdGQLQaB2xqbKBv7VCXd9AHb1yt+TIH3dJRr.sO2N5fiho65sgsigqNxKCM3FMiWi5XnaV0pS2rWvUg1jOvpSDDlix22PbtJKHHzlTf.G9ryIvh506QbYwaXJvRhdmCZs85co8XWQSo0APEsnGB2qXZWW2botrcJJbS8jNWDExG0n7wb5blyv853F31wkQJfzBx3A2ufvqQStqBz7M25J7WL5FnKtcYwZAQaTjf6mIBRBIopRst0aa3wsBzCUlX9t.+cuEuJjneGbyeo2i1.IVaHZCYqFNLO0RjGaGYX6Q3lH2IRbIzcbAQuU.hAwKQK1wAWPwMEVbSQGzLVkg2a6R7CHgwqjPZNSzs3bn2K+XWbA.NbTqtuLxKOz9BTD9J1CNJ6Z0Le59UiHQzUIPkxUc+jVV8Ad9KP1TtxGj4.v7sFN6CQCDFnGtI7jlNFaRKRpZQtZ0ZyGFJZcty9NN1eBtK5svy2iSB.WGky3LRTf.fcSRGytqCkEOlVHtC7bqzzvgh6mqvlwGClPGbfwkszqQst.OeDPntqKj1g417bP5zgy5332vEkgl+xB1ra6NS6x1gFrwfGihEO2pz0MfvhXJoUsZYW7SbklkRxHcYhcFMWznA0xkVfsgnB83AQeE2Yw9UbopEWM0UTrIApHXriGfOtr2nyupW6FSuX04H0le0pSu3djDBW92Xz.e0fyNh.QKBYsXvoX0X3PvJl5aMC7zUfaYebKgAGuAdKHAMIeDbharJNAZ3xdL0HqmyFRxEr5i62611cIaoCxmfTYSaxFPFQfNAXgb80o.ZpSVp5bUIsgA2ARZPDLQlmkOJB3lfSNKI.AxHt5kvDifrpI7SVVXUfcHYTOtbjLSCG5fylVOjKyVrrGfKKYj3jR+FPQx9tqDafAbLUJVpEAKtgMXDvgroAZR.OzVFMX5yRSQLxKlOdtJT8082A5QHAmYh0cnTqso3JoGWSJU25b.sI+TGBvoWLqdZTnuwPGZy8ElksTQXxXoqR0.8atr0hPH4ERUOZVSptSZNSE8YKYyJeloYhihXnLr7zYOitvZxbeEO7fNywcdJrIPQ6HeeXoOl8XVbB3xhwQgXAc4KuxFygkK99o4XGicg03hbtwE6oufUo9zIeru.IO4GQ1L6fG5uvUxHVhcyeVpwlkhb8Chye5oWlGD4BffdK35ynoaLK9tc7i8VTniYs+A7z3ZX1sIMHFK2foR7e7Sjm3+DBg8Z1dzksJL7f2evAF7ACRhWUqVoVmueKSpSpUyWygdzwXGaifFpj6XxGiY0rOFyhmx5FbmwBMDknM7VtC0+4jGzYEeO3JJ4NkOVAM0icfmeU+C7bMXxh5nXzTI2fpAKkmBCmiN632ZGk9n+uhJtR70L02jFG.93xtBfvi0Zb.7nK2O.3TpQmnOIH7n26m+ujMD3Apvfv.p9qfSbD3q1Scu7dfAjR2G8wq6i8308we75942ec+TpQGEo8GDdMohzRAHWuJZpDuA.9ZFQGjKnr4naBVs32GfATgntuimcGkbeuvfeUxcB9fOj+HwVgG1XeZltyLP3u347xpox8DG3sidnTE1x2GVvO6urBe85iZx8qft53WKi7pwWDrqM+MIqN+0fuRl.WELj0r632IUqqaYApIYgWJ6HiWOLIdMk.d88SfWyvfO47IvoAkwI1hdwvogTEVIWADib2JQH1NqFxvN9+qOpFhXG+MxwKIHXItsxnCSX7mKyK.CFQrAhn6q1O1GiP1+l6KfrUpGa18gaDmK9n0qDtp77omb+NI3kB6XkB3Fgs1gtQSDebEbS13BorMYSos3UE5V6zVWZZ10i1olwmFnK74e1m8Ktra2VsLfVopRZNCz+lMgIB+sHIpuk2IkYxcwzezPW4FB7lGtRLdixsRHgcqD7FhZuOwFoydnV5fKT+6jzlh2KHQx405KGQBxkTQ4Ru3S02LN47v4SPNmKA4fG+IhisGtKsI1txzoN+Mo7Fhl2F91+lK2SghxxBEkqr+EJTj3hmp+7FGM1Ori.a7KiyF245IjJVHAa7LIXiryIWHeb+vAQW7bN32RMZy9Vg5fGfSbTCXNGU8GlIqgElxta4iqtD2t2CEUW1IRc43Kjvt2bJws6Mnp14mXhIJqM9dy7mP+RYV8M8Q8EfLq7fDiVCb.vnfWUkuLc2Dx71dKQhnpnNe0XytW8OK9r6W3Uw2WL2w6qoxCAXFG6sf7aDnvSoNV4IKMYYsRkOuDMBjf1TmexoJMpLoBkO5jmujFPZL2949GT4mGaLH5ZfoJ+Ew5BrDjGIrJ1EZzIrRVJLQ0h4L3lrXLnd+SKZR.puIjitGEu.lRUdstH11sMqOkgDcx1XUO7h5PQ833RSfXtn683VqtZB0LsJOldQwnp5aAnS5i1hX702Q.iOer.R9XyDX76IK5bZ0Y6B4P2tF0CGJ2XxNSLo1TkJMoLggUL0XSMtlljhS4X0vjeNxeQNeAn4vEN2QVHfG8nbYK20C2iKoxlALiPcPROlPD6hlsJjTnb47EYblUVJVy8bn5fE90WBOuMxU0P2jxu5TRRaraK7zsgvS8X6wcGSi3DAa8bvMgZ1YSC6VzluHawo75c6MZrngKxE9.dB9kJN9HAeahfupUrT32JGUXv2JWrD9kOD0Q3amffrlrJfnVyIyJd3gTcgNrLLKZpusfL3G2aslqjhVSuBVGwJhMeTXtijhLoGwVkZJoQn4W7oBn4itW7HqNeBz7OXupbGcmUhkC7d.iKKfwk9wGDv3QE4wOP.i+pWTw3wDCP8O8f.OdbAL9pO74OFep9XEMhv3S9SDid8YGF2eoz7JYEkvIU4G1DAJAP9HJ4KhSIOpdhzYl9wM.gLM9chrP6AT8uxnhgILlnI5SG2DcxrJGoh7kGBGnYwKTpKYYKys6OFXPbo9WJIQWFlh3yIigOctaB7oXB74UUEuLSOIWMiAxT39MTieMiDno+wepHM8chKk+6mfl9AUbg.pqFr9cbD0cIa7EVAjRFeEp28j6cPnxvnDKiT1TxqqF65DIPH+rexyBB42MAgXBnQ5zQOTQ6DphplaJ9xyol66BeILSv2+HwyD7O1eEvDkRF33A4oKIqDUrr.Vb4mPqK4NZtikcJHQAS8Jp0M65veVPO8zhgymOV37J+UwY8m9GWIQjcg7jnfrd6dthnDDSRFoU+lVUDMMfZGaC7U4h.E04t8L3vERHLc99hhRt9e9CMiNjP8Lsf9p6R5Vmhs1k9B0YsFviFih94+z3Tzm60CJ5oUd7CnVdrolZzwm5fSZ7hpTrDIKoM9jSMoHgMZrrRSwVWRoxWUrDsrWLekcah7Qc6KQyuWBQS1Awt2oxbh9aOdhP9cZ0KOne9lo3AMtE3jHpmitkaVVe6icOR.8DCTZmDg7c4m7AJEm598RIwRq0MgTKa0hXa0+9X91podfQDEjjV+t2IFwNYh0ui3UQV0NTTuOzAJ2CqARUHYDL2wyVUgc.Z7k0VyvyjehZDnuOWRVqRL56K6jXxbojJJYwE2Wtbhv3gTENoehAX9IhawzshK+Yj.kWo+QYbRBUGl+ZqAtO4GjvjybZkJMwnZSpzBrvKrmAn.Qk9K4OnHgyDnnxkg.w8wsiQbURRbK1+DWh31RFZWbMsePRMMFdiZZ1VjwxJrzcwTs3Jg7HQJVY9XT7Gajh4j9lhirbmLjzou9ZWc4Uq9GMeusd2eDj3Bkri3Zl8HZby2cSX9dt8CA8VIHn4wXj3mFn9Zs0RSiS3bpItIF5BTDXwPlh9JuDTze3dUi6Hp6EsrIpnzOl7dC03GkvrLrqDeip+7ONNMU418XaTiEM2TiO0nZiNthRxWrhmVcI7s7ltm764Q1wMkWAZrS7kqH9BTzBx4eawk+H9K+wi0eu7Gid2Tl54ipOQ2WWcE7J7jN9djTvWEkm53q+qRygT4GT5Hj8XpK79622alZ898l4.IG+ATw2AOTXH4LJ9ajm0IKoCFUumlLhbz9lmn0+7D+QjOf.BAAiWCjLaPwyLLD2CdD6xgyK9OWBeFmhpQsZxd3HQUpgOmyuR1CGMpxx3yeM7AqL7A+JGUrxvGDmwds.N1rcc1jN+cYbLHMIwWLmRBV.krfgIXiyM.KwSkPIewrJfs1eI6XJDbF2V5e6mTAKnr7aMVF5HWvXhYwhELdPAe8W+aXs37A.8Sa+2wZwDwgwjwKXJwP3WXg0lOv5wKTy7ASQkhM+oIVoVrJKGLAj4L+Q8qL0YdU9L+fAImyUVNkZzK0RI8DfNXuIJgIe1ADkKP5+Jm8lGQkc7Ycn38BVmvd81wuZOt3K0RuMzwKkqE+J9iGaZaGB3og5Xoi2G61s6Z4eT4EunlFN0VzV3MGUCF7m1pI+DTScBwnBQ22ciVRWdB7zWSfQt5p7ytsNNb0sqaeuQ7uJPFtr6K7Efrl4CH+DaiPMwk8rj1JF5V1ZKUbK8MyydE9H8hcqoam3n6btctF0aKam6THOTcOdkXx4lyhn2L12SaWtLnAuhjN24x3JwHCsLuULoNnCewP7pC9Nwxgtl8Jl5aWvMbCgGgT2ztwcvXBRdfi8eQoNC1hBM7k72OmK4Xu8mOY+oiF+THKQCAEWRQDKiJMDohJ5.sNe34sVwWNj81l1+6v2P0dUUPzDKkeZs3aP91qniAi85p9mhepSwFgdzON1CMEbUlBIxipVVYQfWFqvRJHXEWJAPbqMKpQHhS+ueSdjeppiVpjugmUAYM7DsuDZbVsLDRBLw66Yh4+AmNxcTgiKqBajP56XbJ4DHpdBU2NlFdJYRU7pe5PJYfeGwmSywONacW35OSY0xgH0KV7I4xO5MaJS.3AS0aC7kg4yVLOF1FEe7Z3qgEOVDqQxP36c8fmvoCqMgdFjcwRFV9mFO1S52K7IMfD1h53+VtGq85c5H7LXLJ7jLdb0REKAEbG5VbFDuA7YdNDiel+9kJBhuulJdVM3FdKCQuJwk+NBhIhM6YqzbNAQgiq5oasgLV9JbYAVEGJLrGEFtrDJpHX3PUscWyT05vxeNYufsXnuTv1kLQuNnioEWptgsCs35ILNycQmfcCAQKvr4460C1ctQfVjjcGcfCx1Fcti3+DtDi7v5Wk55+VJHNkByEcqaZz.AiRr98ZpW2k1mccWmkOR5yx4NZzbbzsEHZlNZvDmuiZo3rdTaqIbRx+a+L7yu3xhS+Cbr+vF+y+6q+EeyJbiVriUehQTo+QYEkDnbk+5JogxJJofxPa2cT9q29uekuwb+5Ky+Y.oVaaaH8Eq0ii2iUISSFmjGqg1A4fMNNFrg1gQa7j1RWJQaT9E8nMNAKZCsCC23YP3FGGC2P6Es3MRXx3.cD+BQaT9vnMNLZiCfQajc1Jta1RVldH0V78RnHV0AFCHp8iAD1nDMIcB3Q3ijTEqIhyNAMJZtQELkHaIYPnjxkmZpRi6+qA2BNz61kZ0X6nIlwFE939dUT5GDEGhQEvTU0oJNkDdxagHhxaythlmerIzljglGU88hPuQYe90WtOQuyBvHB8NlJ7nL1gMPD6XMoWHWf03zUDKuixyAODCfL4RZkFUYWz2xzNQuQuw1EzaLAzigroxuvaTUlAP5Gc95IVLyL8c8rMfr9xQENZA9YXa4b+4jJQ21uNnjmEONHbWRdhT1FheCjmK6sEjATGu3XkKWdBk8gyndIjcbUs3l3hKm42jdid6hh.alULmkSxWfes8zJ7+DLroduF+LT7UkRq5EwrpD2QhgPLZS+212xH62LzksXSdtsViZ6lJ9PpB+RL1u53GWE292fVCX2dRyVQJ+Tzn2XuXEJ+ggu+TH78asyKSKVnfv6nGJ7dXtmG.y8L2.Bjzw4wILigtKY5dFD+ttLNI3FrWbW3usuf.gq7if7HJ8WsYvVjGhRXQAKFDzdF+lk1T0lf1.dvMWtS3IzJPnLqvvhVFomvKY072Ceip3xnDPWUIIGcMcqq9Dli9UWt+3n96z7SGV5Sg0+a2Xl.hxPlmSrS9tI+RC2z2P2yGASl2QIVoO57XyIe5lP3tquyrfNyyI1Jae+doQB0234yGlYvFm8xm0yYT5cHKOMcx6uEYuj4kGioFPo5jaR8T5q3AAwPwX7t+a9Ock+qO8OOVLdAsbexqCRs9IjY1m2Am22SBy4r8S+Ig92LBOEwWRmD1OuadEujEmjW4oTi98LfsplCfuEJYOItOTrBDv64n3K0EgBtY72Uoynapa0PhwvYlqXap6D+5e8z3Buj6X888UCIOxAl6W2anxX+GjPXl3wAGD9z3q+oW.P2G+KqW7qugzk0K902X+eY8x1ZxVTudYMgb6WSamCslbn0jCsl7ho0jmqW.zoszM2FecHwWr0fGku+mQugXiXg6TYEGHDH5V9g.E91u6w11PoCzb195ZnW9.w0Pe+6YSIBrI8rwpcubYjKG+Rnm8kQ9iN7xH2uWFYBOkxCJ2IYxgWJ4mxWJ4mYQ01OWJ4SoFIhtmtaxCIzQsmKaRc7apbtiz66xv99dJeP6TL8LCeO4i+4X5EiCzPpGfItVT1mlA4CvznpUuvsq1tSWSvGC+mOdxZTWz7vsi7id6RkmwAvx4Q2I6ki6PxiLh1gGYjCOxHG7NuS6oit7gxtGJ69B0wc5Hw2wnAXhyuPscQOYOYDunukc7IfmIaZ5da+5zNb+5Re+5di.Zctsszaazv0eMwBdTZMwNxUf7+BegxEg9XwqsAfWa.YnEuho87fjbEm3vRWkZR0cEYhUvzlcXnUhg3qtbTkwGnJiN5X6DU8pnca+p14W8q9eD5oDlryusv2RXHkwmG9u9a+1UXyRTmTnW+ZhiIe9m8et7N90IMVO7+9+3GF.N4A5i+4e+yHfEKoeGp7O3H98JYEu7s9Y6ocF5U4xsfqCH+qZaaAwVfBteK1yjapuIkbEJjYFtj4wkgE2y4u7xorGPrehthoj1ox6ZXZtfdSJFxhnGJ7EQu3k7X4FdvvuF9hOuisqDfqQaarlsE0UxEpKEuQihBt9+5Np6jZUe0kW.HxT6SMcut7em04+Bi8rc+q7WF32TE+sKKrbwcr.qfD0id8BR8Y7do739pv8n8G5lBGLm.NNP.Nx2vy4A+Nlf87vcTi8ClYPox6WwR1V1c1v1BigMZReU7cZ55qSkbklJAE2N8aVIgM5e.XDyB+ooiuvT6GdgV+yK50702QkitDTYj7xwqv3idP6UX7SksOTMUWNG4wxkiH49lANNPeDQNN9lrmaY6zNC+FG8YseCMQHGqtxxGZJutVxMmWjTqPxaAf7zDUFBJrr3KM3Uzsj.F7rDjVxP5G7Dd7Q0n.0zbY2F.wpGKx8Uvkgik+ul3uQuQEWVr3mNtoTOzM0yK2TkOzM0gtoNv6lpu0PAyiu3cnbdZ6U8aDL6v1ckEsw0ffwOdSdIDrHBtuuzm0oiA93aD2R.S7F7l13N3ZNJsnM1cRY0GV011C+oJKprUpv2jJXVywC.urwLb2.kWxfEB+EToq57W317NSVzn9smgp64RzsZRlwgpeG2aWaCGa61Dj9nN9ERtgsYQh1se2Yfx8HkFmTPqzDjyRzzFkLyJKMreMPErN.+UqzjPEeTIM1ta0F4x7Y315reZC+x+jbJl.4xnff5LYzeyf5i6KVs+rXJ6jRn8GlK4KpNoG8PmzG5j9vbI6CuduXuDos0a3X+QM3GcJTK3jrR.NlEy6y.pKgOSzT1L5kgVIv8PSiOpQCbh5rZJJo2mx6i9L59nOisO5y36i9b98QelXezmI6YeP2XS20ytMWIFJXk44+BqlS32tGk+O.XVuzb.
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@lalalandsynth Sorry to necro but did you get further with the DC thump noise? I'm getting it too in Ableton
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@iamlamprey No, not with the approach I was using , but I think I stumbled upon a working odd/even harmonics setup somewhere, somehow.
let me check my snippets .
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That would be great, thanks!
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Ok so I have working even-order harmonics (up to 2 so far), without the DC Thump using the Math.pow node:
But now I'm stuck on how to prevent the harmonics from becoming louder than the fundamental (which sounds absolutely awful), the clip node just adds odd harmonics so it's not what I'm looking for here...
If anyone knows of a way to compare the output of 2 nodes to always keep the fundamental loudest I'd send e-hugs forever and ever I'm assuming it's one of the math nodes...
Current chain if anyone wants it looks like:
The Math.mul and gains are just there to keep the harmonics in check, you really just need the Math.pow node set to 4 (or 8 or whatever).
Edit: made pics smaller
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Ok I've officially joined the "ask for help then figure it out shortly after club"
Working node setup is super simple, just a Math.pow(4) -> Math.tanh both inside an oversample 16x node (could probably get away with 8x instead).
Works fine and as far as I can see from testing there's no thump.
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@iamlamprey said in Even Order Harmonics.:
Ok I've officially joined the "ask for help then figure it out shortly after club"
Working node setup is super simple, just a Math.pow(4) -> Math.tanh both inside an oversample 16x node (could probably get away with 8x instead).
Works fine and as far as I can see from testing there's no thump.
Welcome to the club. Come on in the water is lovely.. could you post a picture of your resulting scriptnode?
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@Lindon I hope the water is only lovely after we figure out why
It's actually pretty simple :) (sounds great for bass guitar).
The pow1 node is set to a value of 4 (the tanh adds the remaining higher harmonics).
This setup works by driving an input slider, but you could make parameters for it probably. I'm pretty happy with the sound of it, but driving it too hard seems to basically remove the saturation effect, not sure why...
Dry/Wet can be done the usual way with a gain node for each chain (and make them Dry Amount/Wet Amount in the parameter). The filters help with low-end rumble that's added from the tanh (I think).
You could try swapping the tanh out for something else, like sin for some other flavours. It's pretty versatile.
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@iamlamprey said in Even Order Harmonics.:
@Lindon I hope the water is only lovely after we figure out why
Never! Ever! Ask that question! :face_with_stuck-out_tongue_winking_eye:
Thanks for this.. yes I will try it out on some audio and report back...
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@Lindon well I cant get this to make any sound at all:
setting pow to max value 4 and value = 4 turns it off completely...
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@Lindon Hmm what kind of signal are you driving into it? I'll post some examples of mine... If the input is too hot it might be freaking out.
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@iamlamprey Im sending it bass samples
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not sure if this will embed:
no idea why yours is cutting out... there's nothing else in the chain, I just have some parametric EQs and straight out... maybe the pow node freaks out with a value too high? pow2 might be usable because I think the tanh adds the additional content anyway
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snippet here might be worth trying, pretty confused
HiseSnippet 3014.3oc6bstaaibEdjkGeQIdWmzrEa+GaZApLPhVI4awHHHxV1Nq20xVwxIY6eVGZpQVCLEGVRJeIAoM+nOH6iPQA5uadC5qP6aPdCZmK7xPJJJZEqDmTqEXi3LyY347MemyYtIW2hngrsIVfLSu+4lHPlaBabtgS6psUwFfsVGj4afEmWYGhxFOUYShkx1XilDCvZmapZaiZBxjI6SXMMyziC3ed+iWSUW0PCETD.7bBVCsMtC1Inz5U9Qrt9lpMQ6i6H05EprkFwnJQmzkpVYgEAlpZGqdDZGUVyFCBxLwFMwNDqFNpNHaPlwWiz77FsImZHZ+yw13C0QrGJAZP6HQwaRzaxzXVofpsw5Mq6Y91.PFX8.vHq.LtCrFtI1u7.PYVdEJARHiGYFKI0qjr5UL8pWFI0abg5cKXCMKroSPMLc6FvsLbPVsToCAxpknsfw9W4fUIzVX3Tni5wnMsnO3KQ9EKV7dJkWp3bOblbyj669t0QZ5pVHkZjlc0Q1rBoiN1NJmnZozPG2DYcvVFlccTdjhW2dDxoJoiIwf9P96J2n6x51dje2tNonCDs5tBEKnOVqqiCw3.Ju7391CRsoG445EiBSklS8YxtQqVHMpf9UFQwE5R+jJn1dda5B0rnK5tkAs.jxlcMzbvzFwJUw8CqVFrv5GV4XQaa41VEhgLxxLbKhddMOq9dz2mdWzbyj60h9D2RIuDPvT3myZQ94TdziTJMmnUuNPAXBv6CV8EmKnBo1v93CRErQNq53XgOrqCJePwr+mm57vvxFZrkIuPkJFscAPZ3WhT4h2BURIwB5j2D7UjtM5iowT59w15TaRwHuq0P+moCrFIKYXrBZm8FNsLMtwr90kxUUUW+PZD57wRHEN.AbZWe8ARpEsKYV8ziLJcpGaRhGvggD3zobPRlQKw.5ojDo0iBCpO75TZVIxpCaOR1xvYGoiZ6kfIQtcHdYTxMOID68aGO2VhqlBls2ywvgCMfDl0m.qdDGrczFwsOlbpiAmR4u.Qk6aO1WrX.7vPSSIdVXuLHAGjMYhKiOh9R9+7LAIZ7NDGztF4mK2qyMct2jqmpZ0J15bUXcjUrUyVEfURBl2namCQVdNJdMjNc3vy2F1+4aKub.MwXfTCIFaYfc10DYzuYgCbG3nyGeZWsh1TG9rw+J2YiKnE.bSdQRbD.WukWVD3hzGrUDYEoOd2AURSe70vPtEW.EQv2bUDWxGco.nU85CXlgR909.ku5EW9YkkmxQihBu+wooWlAJ4BNbinSB+QCxgkhQ3ms05pNprE64xynbOSjkClQqyrN5D5pnEK8aZ35H6icHlfL47ifP6ZwKcF2W5VcnKal+NmBx+dIvYxuvykenEV2cI1JvWWeuc+gMpt+Aat61quwduwgnZ6btxSd1VELMNBbJtoSaeYq7WpzFgOpcvZ6qXxnk9Z0ro0AIP4d6OTIP4p77JcT0rH9X6sf6PTpIWTGUICasJcvMapipSrwrPHxVYG48pXs20gxEDnoF9PjN.aWWu6QXi5pVTnftnXQj.yvEJfoIgBs1AclSvSTXriMMqgo.7y765ALsElr.S43IMvVClH1Ap1KqDFje6yhBxuc+Pf7Wk1HHR.ktDHqzthLHRirDFymFxAbkxWPLR7R62.R8JdnmncQQu4RF8NvtCM2XpwvZQwPv1gvvam5HnA.0e6jnL0vLwAQbGVlp.2lB5pPQbIeQESuzVa0jsqdAyeAX5MDwpYBHurKMVazHA+TkKBcw2bjGUxk1TRA.+ubrzfxa2shkZSL4IVjtlxw6CAQSBEcRHzYZ3FFpz4NzzGtYMRY0dvqeaO30gBM6PUaT+PqusxPXlq0Oy7cOO8l4ZoxLWaTXl2LsI3khEEZz7mSuYVMUlY0gvLC6tA94dBr7vJe.C38LUk9fE.s9fEB6KGKZS7wUunV3Ke4kqEFdZTAlmxqjMO7EJ3wDPdmIr8a.8WLdOF+eHIiWJkRjA4m1CDrXHqclANiOoLCeubViV8cBK+6Ga6fLafek2DEq7ed0e8wi1rj06YlF0BmM4afabBxXWK5angpSWKUtNGxUCBqgOCzD0RsqtXgwx1Dn2yxXVH+DFTcBeLKrwO2JvQN1I1YVXPwqykI9ijydIsp6sf0wNZsiWeGKF8kNS+Qs95dRVy.EGNQfxNNbyeZXO1p3OUshwcrUiKoKS4eDi3Nl5nm3oJ2.5uYOIbvh.v5Hc0Pn2KB6f9GqDyQOtkwIzUPUmnqZEE6yF1fylNCd.FYxDD9QF8YCg91PNj+4jByoDe9nvyBqqdUfPrGoqC13nZpzjCrrT6PySP5ZognppgARmssZYX5f6yE814kFHil7G9uzOtUVh8bF2JKEoxxdOyprbjJmWtR+GhALy4ljkFCSbIEhKiTLm9cl+AcNfzoNfJnYgn.351l6fbNkXcb9652EeupUGhAVy9ty8P+sgzzBQyvg1mTm5Qj2VkEAaOZObOkC0IZGyRQ26dW5l1bMVKxq4BkCyVbNwkTnpq3Cz9auJvcTgeyGb+N8arw56.6cfh0Hw5i2TUihSmWWkkX3VP1l7R80PVEzjtQK81Ak.TfH.BxBKC1lNlEovh.1aQ9poPm9WG9j+FC58c2jRP37EK5RA2ixVXaucMl+JrL0ujNz4O6UawvVlrR61Gf+lDVO2vljo4SBsM0wNf9ZjhpGMlRezuwbAdl9MEjixk.CXT3iJVGDEf0IIixSIP4i50HtA0HrPEN5it5GVgyLl6SzbBYYJ6Mg6g7NkKf6DsYus5cOTGq4FFHhLeM7Y1nTHVPZo8UsNB4vyqEvZYJSvxxlVLQKObtF1vsam.d+RTyql5YRumsImhrbuPXtM3Yll9Ewyc4uvGHrXAZXsiQmJFRXqjewBKTtb4k4Nzt6gkT2CRihwexWql.RUhvJFqAxZkaSRVwJVX9hkJNu6DaazgPbZSC35oc7wzPnHPP8xI4.U9JrCj7786iyz3RgrlERnnuHcYokNKhW0uQxxB0tOIwvlRPlLImFQMyA6P+2BzJ9T56OX+wLWbZeV3BIx44SnvmvOAkdWLLim0.QTyHASVviY6BqNpFsiFSkCq7J9xCWKMhv0RwF9fCx4fDCzAlD5LACAz2F1BqyZdA+5uRi2vzf27dN.vmj9Xz.37lHi5dMJoP34nkTt7JqTbQ2X3aZg9ScQFZmC7SUTdgBqjtjLr9edI0DBWgJprRJZgrVJZy.0wkVX4ROfqiYgOMd9QhJ18oRGnXiCoOFVuXMPVu3MII0xiydojP9C1CZf4hckYjqa7mhElX6uenQNIm4a36LW9Zu4Qn2bjYjcsu709xW59xSvWR40qn7yyUT51ceVsnx99PnIyNAqCEmUWRtGCbhpRRxu6ZFHwumE1HZviTtEiBKNedwdrTOl6hBU.N1Zwr00sNe0NjtTV9tl9a8qGM6SCAYiyLsP11bCh54Ah0.c83Gn88BjS5ruRIPx3FyHy9FlakHHEG6WnKkz0m620m620m620m6W+N2u9EDYFtqUUcjpQWy9EE4WZ0Zr2ccTjqihbcTj++NJxWI.S5TnwFH9uaaNN9q4Oq7B0SPJOAYfrXvboP2dKonIu8u+m+mo8OxAlo9OxA6p4Pe86aoZXaRrC0wMPcv6SLP1xERWvEaqL1iMvKWdUhpUrU89GuI0HiUlf6Lg6bQSHN2E9ZgUZPw7t58GagOd2OwroScGveOHl1SGEIG2flzRmNEc+nv7agoWokCok0HFDy1r6.g7f9dHpm7QGwWoqutGqAspiip1wAkbmJ6gnIikIv+9JaSIdpV0DWTfgAKJkdrHowquEJTWElynxWF2qzreAcuRG9TNvXS4L1GTJmq3o03+xhNPSbwwXdASwKghXF7qCu2OXK+eng+JXokKrxhqP+T7AKrvxkWZI1O+H7AZZrgs6Sw4v8f2OJqS71S9RkWtPwjkw6sNu+OPS1NFkNYVXHjYwgPlkFBYVdHj4AdxLAboE5UHVVsU65P5H7ooETeC9NsjIi2uSEp6C3+AjrWAHH
Edit: that might need some cleanup in the init callback cause I deleted some modules but didn't delete the references for them
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@iamlamprey said in Even Order Harmonics.:
ok well that makes a noise - and exposes (probably) my mis-understanding of node set up....
I see your pow is set as follows:
Min: 0
Max 4
LowerLimit:0
UpperLimit:1whilst mine was set up:
Min: 0
Max 4
LowerLimit:0
UpperLimit:4- so can anyone tell me what LowerLimit and UpperLimit are for?
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well the code seems to work when you first build it - but becomes massively unreliable on code reload on after extended periods - dont know why...
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@Lindon Is this in HISE or in a DAW? I don't have any issues leaving the HISE project open for hours... haven't tested extended periods in a daw but
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@iamlamprey in HISE - its not working havent even compiled it into a plugin yet.