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There are only two equations now rather than four because we have already used the fact that both D and B are transverse and therefore (5.18) and (5.19) automatically satisfy the two vanishing divergency Maxwell equations (5.14) and (5.15). Equations (5.22) and (5.23) look very much like the equations of motion for the canonical position and momentum of a harmonic oscillator with a driving term. Let us follow Lord Kelvin's and Maxwell's method of looking for analogies in nature [87] and develop this idea further. The Hamiltonian of a one-dimensional harmonic oscillator of frequency wand mass m under the effect of an external potential U is given by

+ -2- q2 + U{q),

Public Function ProcessSave() As Boolean _ Implements IMDIChildProcessSave Dim success As Boolean MeValidate() success = DirectCast(ProductBindingSourceCurrent, _ PTBOProduct)Save() Return success End Function

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One caveat should be added concerning serializability If you choose to have your immutable class implement Serializable and it contains one or more fields that refer to mutable objects, you must provide an explicit readObject or readResolve method, even if the default serialized form is acceptable The default readObject method would allow an attacker to create a mutable instance of your otherwise immutable class This topic is covered in detail in Item 56 To summarize, resist the urge to write a set method for every get method Classes should be immutable unless there's a very good reason to make them mutable Immutable classes provide many advantages, and their only disadvantage is the potential for performance problems under certain circumstances You should always make small value objects, such as PhoneNumber and Complex, immutable (There are several classes in the Java platform libraries, such as javautilDate and javaawtPoint, that should have been immutable but aren't) You should seriously consider making larger value objects, such as String and BigInteger, immutable as well You should provide a public mutable companion class for your immutable class only once you've confirmed that it's necessary to achieve satisfactory performance (Item 37) There are some classes for which immutability is impractical, including process classes such as Thread and TimerTask If a class cannot be made immutable, you should still limit its mutability as much as possible Reducing the number of states in which an object can exist makes it easier to reason about the object and reduces the likelihood of errors Therefore constructors should create fully initialized objects with all of their invariants established and they should not pass partially constructed instances to other methods You should not provide a public initialization method separate from the constructor unless there is an extremely good reason to do so Similarly, you should not provide a reinitialize method, which enables an object to be reused as if it had been constructed with a different initial state A reinitialize method generally provides little if any performance benefit at the expense of increased complexity The TimerTask class exemplifies these principles It is mutable, but its state space is kept intentionally small You create an instance, schedule it for execution, and optionally cancel it Once a timer task has run to completion or has been cancelled, you may not reschedule it A final note should be added concerning the Complex class in this item This example was meant only to illustrate immutability It is not an industrial strength complex number implementation It uses the standard formulas for complex multiplication and division, which are not correctly rounded and provide poor semantics for complex NaNs and infinities [Kahan91, Smith62, Thomas94].

(5.24)

where q is its canonical position and p (not to be confused with the norm of the single dipole p) is its canonical momentum.

This code rst calls the form s Validate method Normally, validation for a control occurs when the user leaves the control Calling the Validate method ensures that the current control is validated, even if the user does not leave the control See 7 for more information on validation The code then uses the instance of the business object referenced by the Current property of the BindingSource component to call the Save method The properties for the currently displayed business object are then saved

2 dU p= -mw q- dq ,

(5.25) (5.26)

8

q=-.

They are very similar to (5.22) and (5.23). There is one important difference, though. Unlike P and q in (5.25) and (5.26), Bj and Vj in (5.22) and (5.23) are complex. This is not a big problem, however, because as we have shown in 2, with a few minor adjustments we can use the Hamiltonian formalism with complex canonical coordinates. Let us discuss this in a bit more detail here than we did there. Consider a complex version of the equations of motion (5.25) and (5.26):

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