APMonitor Equations

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June 15, 2021, at 09:23 PM by 136.36.4.38 -
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(:title APMonitor Equations:) (:keywords equation, sine, cosine, trigonometric, function, exponential, log, log10:) (:description APMonitor allows differential and algebraic equations with integer or continuous variables. This is a list of reserved keywords in APMonitor for equation expressions.:)

June 15, 2021, at 09:20 PM by 136.36.4.38 -
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  padding:5px;
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}

.table-title h3 {

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  margin: auto;
  max-width: 600px;
  padding:5px;
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  box-shadow: 0 5px 10px rgba(0, 0, 0, 0.1);
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td.text-center {

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June 15, 2021, at 09:19 PM by 136.36.4.38 -
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sigmd()Sigmoid functionsigmd(x*y)=0
March 24, 2021, at 04:29 AM by 10.35.117.248 -
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log10Base-10 Loglog10(x*y)=0
logNatural Loglog(x*y)=0
to:
log10()Base-10 Loglog10(x*y)=0
log()Natural Loglog(x*y)=0
April 19, 2018, at 03:31 PM by 10.37.1.116 -
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tanh()Hyperbolic Tangettanh(x*y)=0
to:
tanh()Hyperbolic Tangenttanh(x*y)=0
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All trigonometric functions are in radians (not degrees).

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The available operands are listed below with a short description of each and a simple example involving variable x and y. Equations may be in the form of equalities (=) or inequalities (>,<). For inequalities, the equation may be bounded between lower and upper limits that are also functions of variables.

to:

The available operands are listed below with a short description of each and a simple example involving variable x and y. Equations may be in the form of equality (=) or inequality (>,>=,<,<=) constraints. For inequalities, the equation may be bounded between lower and upper limits that are also functions of variables.

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The available operands are listed below with a short description of each and a simple example involving variable x and y. For equations may be in the form of equalities (=) or inequalities (>,<). For inequalities, the equation may be bounded between lower and upper limits that are also functions of variables.

to:

The available operands are listed below with a short description of each and a simple example involving variable x and y. Equations may be in the form of equalities (=) or inequalities (>,<). For inequalities, the equation may be bounded between lower and upper limits that are also functions of variables.

June 16, 2015, at 06:48 PM by 45.56.3.184 -
Deleted lines 0-1:

Equations

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(:table border=1 width=50% align=left bgcolor=#EEEEEE cellspacing=0:)

to:

(:table border=1 width=100% align=left bgcolor=#EEEEEE cellspacing=0:)

December 04, 2008, at 03:02 PM by 158.35.225.227 -
Deleted lines 21-23:
-Unary minus-(x-y) = 0
-Unary minus-(x-y) = 0
-Unary minus-(x-y) = 0
October 30, 2008, at 03:46 PM by 158.35.225.230 -
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October 30, 2008, at 03:17 PM by 158.35.225.230 -
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     (y+2/x)^(x*z) * (log(tanh(sqrt(y-x+x^2))+3))^2 = 2+sinh(y)+acos(x+y)+asin(x/y)
to:
     (y+2/x)^(x*z) * &
     (log(tanh(sqrt(y-x+x^2))+3))^2 &
     = 2+sinh(y)+acos(x+y)+asin(x/y)
October 30, 2008, at 03:16 PM by 158.35.225.230 -
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There are currently 26 operands for parameters or variables. They are listed below with a short description of each and a simple example involving variable x and y. For equations may be in the form of equalities (=) or inequalities (>,<). For inequalities, the equation may be bounded between lower and upper limits that are also functions of variables.

to:

The available operands are listed below with a short description of each and a simple example involving variable x and y. For equations may be in the form of equalities (=) or inequalities (>,<). For inequalities, the equation may be bounded between lower and upper limits that are also functions of variables.

October 30, 2008, at 03:14 PM by 158.35.225.230 -
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!,#,%Comment! equation #1 (:html:)<br>(:htmlend:) 0 = x[1] + x[2] ! comment
to:
!,#,%Comment% equation #1 (:html:)<br>(:htmlend:) 0 = x[1] + x[2] ! eqn1
October 30, 2008, at 03:13 PM by 158.35.225.230 -
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!,#,%Comment! equation #1 (:html:)<br>(:htmlend:) 0 = x[1] + x[2] ! comment
to:
!,#,%Comment! equation #1 (:html:)<br>(:htmlend:) 0 = x[1] + x[2] ! comment
October 30, 2008, at 03:12 PM by 158.35.225.230 -
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!,#,%Comment! comment
to:
!,#,%Comment! equation #1 (:html:)<br>(:htmlend:) 0 = x[1] + x[2] ! comment
October 30, 2008, at 03:11 PM by 158.35.225.230 -
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=Equalityx=y
October 30, 2008, at 03:10 PM by 158.35.225.230 -
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=Line Continuation0 = x[1] & (:html:)<br>(:htmlend:) + x[2]
to:
!,#,%Comment! comment
=Equalityx=y
&Line Continuation0 = x[1] & (:html:)<br>(:htmlend:) + x[2]
October 30, 2008, at 03:09 PM by 158.35.225.230 -
Changed line 15 from:
=Line Continuation0 = x[1] & \n + x[2]
to:
=Line Continuation0 = x[1] & (:html:)<br>(:htmlend:) + x[2]
October 30, 2008, at 03:08 PM by 158.35.225.230 -
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to:
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=Line Continuation0 = x[1] & \n + x[2]
October 28, 2008, at 09:16 PM by 158.35.225.230 -
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erf()Error functionerf(x*y)=0
erfc()Complementary error functionerfc(x*y)=0