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pr := address of rst tuple of r; ps := address of rst tuple of s; while (ps = null and pr = null) do begin ts := tuple to which ps points; Ss := {ts }; set ps to point to next tuple of s; done := false; while (not done and ps = null) do begin ts := tuple to which ps points; if (ts [JoinAttrs] = ts [JoinAttrs]) then begin Ss := Ss {ts }; set ps to point to next tuple of s; end else done := true; end tr := tuple to which pr points; while (pr = null and tr [JoinAttrs] < ts [JoinAttrs]) do begin set pr to point to next tuple of r; tr := tuple to which pr points; end while (pr = null and tr [JoinAttrs] = ts [JoinAttrs]) do begin for each ts in Ss do begin add ts 1 tr to result ; end set pr to point to next tuple of r; tr := tuple to which pr points; end end Figure 136 Merge join

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In this chapter we study our rst circuit element in detail, the resistor As we will see, the resistor is actually a very simple device, so our analysis won t change too much at this point We will just have to do a bit of extra algebra The operation of a resistor is based on the following fact from physics As we know, a current is a ow of charges in other words, the charges in a material are moving in a given direction at some speed As the charges move through the material, they are going to collide with atoms that are xed in place in the form of a crystalline lattice As the charges move, they follow a process whereby they gain speed, move some distance, then collide with an atom, and have to start all over again To get them going we need to apply some kind of external force The external force is applied by impressing an electric eld on the material For small velocities the current density J, which is coulombs per cubic meter in SI units, is related to the electric eld via a linear relation of the form J = E (23)

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that both relations are sorted on the attributes R S Then, their join can be computed by a process much like the merge stage in the merge sort algorithm Figure 136 shows the merge join algorithm In the algorithm, JoinAttrs refers to the attributes in R S, and tr 1 ts , where tr and ts are tuples that have the same values for JoinAttrs, denotes the concatenation of the attributes of the tuples, followed by projecting out repeated attributes The merge join algorithm associates one pointer with each relation These pointers point initially to the rst tuple of the respective relations As the algorithm proceeds, the pointers move through the relation A group of tuples of one relation with the same value on the join attributes is read into Ss

If the transition duration is too short, the first scene may turn to gray part way through the transition Simply increase the duration slightly to create a smoother transition effect

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In short, an applied voltage (and hence electric eld) gives the charges the energy they need to maintain their motion and keep the current going The constant of proportionality, which we have denoted by , is the conductance of the material The larger the is, the larger the current density J is for a given

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