Closed SahilRS200 closed 5 years ago
On a sensibility note: you really don't want to do this, because that's not what Bezier curves are even remotely for. If you need a "higher than cubic" Bezier curve, you're almost certainly using the wrong curve type. Form a polybezier/catmull-rom curve through these points instead, or a B-spline (not supported by this library), and compute your full-curve LUT by aggregating the LUTs for each segment.
v2.4.1 published
Hi,
I have a large input file, something like
[{"x":-2857420.9140500156,"y":4641993.331296496,"z":3300644.3972672834},{"x":-2876470.528692387,"y":4624771.111628751,"z":3308214.3370198156},{"x":-2895469.5899375114,"y":4607467.215074685,"z":3315726.0164609975},{"x":-2914417.76070472,"y":4590081.9454655005,"z":3323179.3013677783},{"x":-2933314.7047949964,"y":4572615.608104647,"z":3330574.0585474847},{"x":-2952160.0868972973,"y":4555068.509762563,"z":3337910.1558404807},{"x":-2970953.572594882,"y":4537440.958671404,"z":3345187.462122812},{"x":-2989694.828371595,"y":4519733.264519734,"z":3352405.847308815},{"x":-3008383.5216181683,"y":4501945.738447175,"z":3359565.1823537266},{"x":-3027019.320638483,"y":4484078.693039038,"z":3366665.3392562657},{"x":-3045601.8946558386,"y":4466132.442320918,"z":3373706.191061187},{"x":-3064130.9138191915,"y":4448107.301753244,"z":3380687.6118618376},{"x":-3082606.049209391,"y":4430003.588225827,"z":3387609.4768026713},{"x":-3101026.972845395,"y":4411821.6200523395,"z":3394471.6620817618},{"x":-3119393.357690465,"y":4393561.716964796,"z":3401274.044953284},{"x":-3137704.8776583616,"y":4375224.200107985,"z":3408016.503729982},{"x":-3155961.207619505,"y":4356809.3920338685,"z":3414698.9177856217},{"x":-3174162.0234071454,"y":4338317.616695956,"z":3421321.1675574076},{"x":-3192307.0018234877,"y":4319749.199443657,"z":3427883.134548401},{"x":-3210395.8206458273,"y":4301104.467016575,"z":3434384.701329906},{"x":-3228428.158632655,"y":4282383.7475387985,"z":3440825.75154383},{"x":-3246403.6955297505,"y":4263587.370513144,"z":3447206.169905048},{"x":-3264322.1120762555,"y":4244715.66681538,"z":3453525.842203711},{"x":-3282183.0900107436,"y":4225768.968688408,"z":3459784.655307574},{"x":-3299986.312077252,"y":4206747.609736426,"z":3465982.497164267},{"x":-3317731.462031313,"y":4187651.9249190455,"z":3472119.2568035764},{"x":-3335418.2246459695,"y":4168482.250545399,"z":3478194.82433968},{"x":-3353046.2857177597,"y":4149238.924268196,"z":3484209.090973384},{"x":-3370615.3320727022,"y":4129922.2850777637,"z":3490161.9489943255},{"x":-3388125.0515722353,"y":4110532.673296051,"z":3496053.2917831563},{"x":-3405575.133119186,"y":4091070.430570604,"z":3501883.0138137056},{"x":-3422965.2666636677,"y":4071535.8998685107,"z":3507651.010655132},{"x":-3440295.1432089987,"y":4051929.4254703172,"z":3513357.1789740417},{"x":-3457564.4548175796,"y":4032251.3529639235,"z":3519001.4165365845},{"x":-3474772.8946167747,"y":4012502.029238419,"z":3524583.6222105455},{"x":-3491920.156804744,"y":3992681.802477932,"z":3530103.6959674014},{"x":-3509005.9366562916,"y":3972791.0221554185,"z":3535561.538884353},{"x":-3526029.930528669,"y":3952830.0390264275,"z":3540957.0531463483},{"x":-3542991.835867367,"y":3932799.205122848,"z":3546290.142048081},{"x":-3559891.3512118924,"y":3912698.8737466186,"z":3551560.7099959534},{"x":-3576728.176201529,"y":3892529.3994634054,"z":3556768.6625100444},{"x":-3593502.01158106,"y":3872291.1380962646,"z":3561913.9062260212},{"x":-3610212.5592064913,"y":3851984.4467192553,"z":3566996.3488970743},{"x":-3626859.5220507463,"y":3831609.6836510547,"z":3572015.8993957797},{"x":-3643442.6042093416,"y":3811167.208448506,"z":3576972.467715981},{"x":-3659961.510906043,"y":3790657.38190017,"z":3581865.964974623},{"x":-3676415.9484984945,"y":3770080.566019841,"z":3586696.3034135844},{"x":-3692805.6244838363,"y":3749437.1240400253,"z":3591463.396401467},{"x":-3709130.2475043,"y":3728727.4204054037,"z":3596167.158435374},{"x":-3725389.5273527885,"y":3707951.820766242,"z":3600807.5051426776},{"x":-3741583.174978409,"y":3687110.691971827,"z":3605384.353282734}]
when i create a new Bezier([...coords]) and then do a getLUT(count), only first and last values get the z number and the intermediate points return with only x and y
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I need all three points as i am calculating the bezier projection for geo coordinates which are converted to ecef(cartesian) coords and it needs all three axes for each points to convert back to geo cords