Брюсселятор

independent: {
    t: 0
},
dependent: {
//	  x: [2,4,3,  -1,-0.2,-0.01,-0.001,   0.001,0.01,0.1,   -1,-3,-5,  -5 ],
//    y: [2,4,3,  -5,-5,-5,-5,            -5,-5,-5,          10,10,10,   7]
//	  x: [4, 4, 4, 4, 4,    0,    0,   0,   0, 0, 0, 0,   0.5],
//    y: [0, 1, 2, 3, 3.5,  0.05, 0.1, 0.5, 1, 2, 3, 4,   4  ]
//    x: [0, 2],
//    y: [0, 4]
	  x: [4],
      y: [4]
},
parameters: {
    A: {
        min: 1,
        max: 2,
        value: 1.5
    },
    B: {
        min: 0.01,
        max: 4.9,
        value: 3
    },
	
},
derivatives: {
    dx_dt: 'A + x*x*y-(B+1)*x',
    dy_dt: 'B * x - x*x*y'
},
param_charts: [
],
solver: {
    step: 0.01,
    accuracy: 0.001,
    autostop: 30,
	stop_any: true,
},
plot_options: {
//  'x':  { min: -5, max: 10, min_stop: -10, max_stop: 30,},
//	'y':  { min: -5, max: 10, min_stop: -10, max_stop: 30,},
	'x':  { min: 0, max: 10,},
	'y':  { min: 0, max: 10,},  
},
plots: {
	'x(t)': true,
	'y(x)': true,
	'y(t)': true,
},
init_hook: function() {
    var a = calc.sys_state['B']-1;
    var b = calc.sys_state['A']*calc.sys_state['A'];
    var c = -calc.sys_state['B'];
    var d = -calc.sys_state['A']*calc.sys_state['A'];
    var s_2 = (a+d)/2;
    var delta = a*d-b*c;
    var s2_4 = s_2*s_2;
    if (s2_4 >= delta) {
        var l1 = '' + (s_2 - Math.sqrt(s2_4-delta)).toPrecision(3);
        var l2 = '' + (s_2 + Math.sqrt(s2_4-delta)).toPrecision(3);
    } else {
        var l1 = '' + s_2.toPrecision(3) + '+ ' + Math.sqrt(delta-s2_4).toPrecision(3) + ' \\cdot i';
        var l2 = '' + s_2.toPrecision(3) + '- ' + Math.sqrt(delta-s2_4).toPrecision(3) + ' \\cdot i';
    }
   $('trax_controller_postfix').innerText = '$$ \\begin{aligned} \\lambda_1 &= {'+l1+'} \\\\ \\lambda_2 &= {'+l2+'} \\end{aligned} $$';
   MathJax.Hub.Queue(["Typeset",MathJax.Hub,"trax_controller_postfix"]);
},

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