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An ID number that uniquely identifies the message for example, 2023 The subject line of the message The content of the message s body The time when the message was received The time when the message was sent The folder that currently contains the message The address of the sender of the message The message s priority: lowest, low, normal, high, or highest. The default priority is normal. true if the message is an Exchange post message; false if it is not The account that contains the message The full headers of the message The message s raw source text (including formatting codes) The character set the message uses The color Entourage uses for the message when displaying it in lists. This is an RGB color for example, {5250, 47184, 5244}. true if the message contains HTML text; false if it does not Whether the message has been downloaded from the server: not on server, headers only, partially downloaded, or fully downloaded What Entourage is set to do about the message at the next connection. The options are keep on server, download on next connection, or remove at next connection. untouched if the message has not been read; read if it has been read true if you have replied to the message; false if you have not

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dvdt = deriv(v) ; v : v + dvdt * dt; t = t + dt; end Varnd = V,' end f unct ion d.; - deri-z (v) dv = 9.BL - (A.25 / 68.1) end x v''2;

Then, with the assumption that w(t) is a white noise process, we can compute Qdk = cov(wk ) as follows: E =

ffi qA+,

FIGURE 2-2

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Now that we have specifiedwhat we meanby a matrix, we can definesomeoperatingrules that govern its use.Two nr by n natrices are equalif, and only if, every elementin the first is equal to every elementin the second-that is, [A] : [B] if ai1 : bi1 for all i andj. by Addition of two matrices,say, [Al and [B|, is accomplished addingcorresponding of terms in eachmatrix. The elements the resultingmatrix [C] are computedas c'i1: ct,i1b,i f o r i : 1 , 2 , . . . , m a n dj : 1 , 2 , . . . , n . S i m i l a r l yt,h e s u b t r a c t i o n t w o m a t r i c e s .a y . of s corresponding ninus [F], is obtainedby subtracting terms,as in [E]

2 1 2 1

Private Sub Form1_Load (ByVal sender As System.Object, _ ByVal e As System.EventArgs) Handles Me.Load Dim myConn As New OleDbConnection Dim dr As DialogResult dr = dlgOpen.ShowDialog() If dr = DialogResult.OK Then Dim strFile As String = dlgOpen.FileName myConn.ConnectionString = "Provider=" & _

Fig. 14.7 Myo laments and the sliding lament theory of muscle contraction. (A) Resting (non-contracting position). (B) Contracting process: thin myo laments slide inward; sarcomere shortens.

Here s a challenge!

Answer 27-5

1. 2. 3. 4. 5.

Use ode45 to solve fbr d as a function of time for both the linear and nonlinear models wherc I :0.6 m and g:9.81nr./s2. First, solve for thc case where the initial condition is fbr a small displaccment (d : :r/8 and fbr the d0 I dt :0). Then repcat calculation a largedisplace- 21.14 Given the first-ordcrODE: ment (A : r 12 andd0 I dt : 0). For eachcase,plot the linear and nonlinearsimulationson the sameplot. dt 21.11 The following system is a classic cxample of stiff -r(t:0):4 ODEs that can occur in the solution of chemical reaction kinetics: Solve this stiff diff'erential equation using a numerical analytimethod over the time period 0 < r < 5. Also solve 9:-o.ut,cr -looor:rc3 for cally and plot the analytic and numericalsolution both dt of the tast transientand slow transitionphase thetimescale. dc. -2-500crcr 21.L5 Solvc the following differential equationfrom dr t :0Io 2 -'* : dt - 0 . 0 1 3 t . - 1 0 0 0 r ' r c- 2 5 0 0 c 2 r r r -t dt -l0r - : ot

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