
\ifthenelse {\boolean{paper}}
{
\abstract{ 
This paper analyses a non-inverting op-amp
configuration, with the opamp and gain resistors using the FMMD 
methodology.

It has three base components, two resistors
and one op-amp.

The  two resistors are used as a potential divider to program the gain
of the amplifier. We consider the two resistors as a functional group
where the function is provides is to operate as a potential divider.

The base component error modes of the 
resistors are used to model the potential divider from
a failure mode perspective.

We determine the failure symptoms of the potential divider and 
consider these as failure modes of a derived component.

We can now create a functional group representing the amplifier,
by bringing the failure modes from the potential divider and 
the op-amp into a functional group.

This can now be analysed and a derived component to represent th non inverting
amplifier determined.
}
}
{
}

\vspace{60pt}
$$ \int_{0\-}^{\infty}  f(t).e^{-s.t}.dt  \; | \; s \in \mathcal{C}$$
\today

 $$\frac{-b\pm\sqrt{ {b^2-4ac}}}{2a}$$
\today
