APMonitor Equations
Main.Equations History
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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.:)
(: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.:)
Added lines 100-258:
(:html:)
<style type="text/css">
div.table-title {
display: block;
margin: auto;
max-width: 600px;
padding:5px;
width: 100%;
}
.table-title h3 {
color: #fafafa;
}
.table-fill {
background: white;
border-radius:3px;
border-collapse: collapse;
height: 320px;
margin: auto;
max-width: 600px;
padding:5px;
width: 100%;
box-shadow: 0 5px 10px rgba(0, 0, 0, 0.1);
animation: float 5s infinite;
}
th {
color:#D5DDE5;;
background:#1b1e24;
border-bottom:4px solid #9ea7af;
border-right: 1px solid #343a45;
text-align:left;
vertical-align:middle;
}
th:first-child {
border-top-left-radius:3px;
}
th:last-child {
border-top-right-radius:3px;
border-right:none;
}
tr {
border-top: 1px solid #C1C3D1;
border-bottom-: 1px solid #C1C3D1;
color:#666B85;
font-weight:normal;
}
tr:hover td {
border-top: 1px solid #22262e;
border-bottom: 1px solid #22262e;
}
tr:first-child {
border-top:none;
}
tr:last-child {
border-bottom:none;
}
tr:nth-child(odd) td {
background:#EEEEEE;
}
tr:last-child td:first-child {
border-bottom-left-radius:3px;
}
tr:last-child td:last-child {
border-bottom-right-radius:3px;
}
td {
background:#FFFFFF;
padding:5px;
text-align:left;
vertical-align:middle;
border-right: 1px solid #C1C3D1;
}
td:last-child {
border-right: 0px;
}
th.text-left {
text-align: left;
}
th.text-center {
text-align: center;
}
th.text-right {
text-align: right;
}
td.text-left {
text-align: left;
}
td.text-center {
text-align: center;
}
td.text-right {
text-align: right;
}
</style>
(:htmlend:)
(:html:)
<style>
.button {
border-radius: 4px;
background-color: #1e90ff;
border: none;
color: #FFFFFF;
text-align: center;
font-size: 28px;
padding: 20px;
width: 250px;
transition: all 0.5s;
cursor: pointer;
margin: 5px;
}
.button span {
cursor: pointer;
display: inline-block;
position: relative;
transition: 0.5s;
}
.button span:after {
content: '\00bb';
position: absolute;
opacity: 0;
top: 0;
right: -20px;
transition: 0.5s;
}
.button:hover span {
padding-right: 25px;
}
.button:hover span:after {
opacity: 1;
right: 0;
}
</style>
(:htmlend:)
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|| border=1 width=80%
to:
|| border=0 width=80%
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|| sigmd() ||Sigmoid function || sigmd(x*y)=0 ||
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|| log10 ||Base-10 Log || log10(x*y)=0 ||
|| log ||Natural Log || log(x*y)=0 ||
|| log ||Natural Log || log(x*y)=0 ||
to:
|| log10() ||Base-10 Log || log10(x*y)=0 ||
|| log() ||Natural Log || log(x*y)=0 ||
|| log() ||Natural Log || log(x*y)=0 ||
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|| tanh() ||Hyperbolic Tanget || tanh(x*y)=0 ||
to:
|| tanh() ||Hyperbolic Tangent || tanh(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.
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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:)
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|| - ||Unary minus || -(x-y) = 0 ||
|| - ||Unary minus || -(x-y) = 0 ||
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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)
(log(tanh(sqrt(y-x+x^2))+3))^2 &
= 2+sinh(y)+acos(x+y)+asin(x/y)
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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.
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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 ||
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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 ||
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|| !,#,% ||Comment || ! comment ||
to:
|| !,#,% ||Comment || ! equation #1 (:html:)<br>(:htmlend:) 0 = x[1] + x[2] ! comment ||
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|| border=1 width=50%
to:
|| border=1 width=80%
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|| = ||Line Continuation || 0 = x[1] & (:html:)<br>(:htmlend:) + x[2] ||
to:
|| !,#,% ||Comment || ! comment ||
|| = ||Equality || x=y ||
|| & ||Line Continuation || 0 = x[1] & (:html:)<br>(:htmlend:) + x[2] ||
|| = ||Equality || x=y ||
|| & ||Line Continuation || 0 = x[1] & (:html:)<br>(:htmlend:) + x[2] ||
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|| = ||Line Continuation || 0 = x[1] & \n + x[2] ||
to:
|| = ||Line Continuation || 0 = x[1] & (:html:)<br>(:htmlend:) + x[2] ||
Changed line 13 from:
|| border=1 width=30%
to:
|| border=1 width=50%
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|| = ||Line Continuation || 0 = x[1] & \n + x[2] ||
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|| erf() ||Error function || erf(x*y)=0 ||
|| erfc() ||Complementary error function || erfc(x*y)=0 ||
|| erfc() ||Complementary error function || erfc(x*y)=0 ||