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MPLS provides a step-change improvement in the scalability and ease of provisioning of VPNs over IP networks It also offers enhanced CoS support to enable service providers to offer diffserv levels By leveraging these MPLS facilities, service providers can offer highly cost-effective and competitive VPN solutions to their customers and maximize bandwidth usage across the core network LSP tunnels provide the encapsulation mechanism for VPN traffic Automatic methods for determining VPN routes enable the configuration complexity of an MPLS VPN to scale linearly (order(n)) with the number of sites in the VPN, as opposed to geometric (order(n2)) scaling for other IP-tunneling VPN solutions The best scalability of peer discovery is achieved by overlaying the VPN peer and route discovery using a routing protocol or by use of a directory.

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VPN traffic can be multiplexed onto common outer LSP tunnels in the order that the number of tunnels scales according to the number of service provider edge routers rather than the much larger number of VPN sites serviced by these routers This avoids the scalability problems seen in some ATM or Frame Relay VPN solutions by reducing the problem to order(m) where m is the number of LSRs providing access to n VPN sites and m n Outer LSP tunnels can also be provisioned for different CoS ranges, enabling service providers to customize the way VPN traffic is treated in the network core to match the service levels they want to make available to customers This can be combined with bandwidth reservations for certain CoS ranges or particular dedicated LSP tunnels for a specific customer if required by his or her SLA.

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Assuming that the o set from the tangent frame origin to the vehicle frame origin is [100, 50, 7] m, for each of the following attitudes, compute the tangent plane location for each corner of the vehicle. Attitude, deg 45.00 0.00 0.00 0.00 45.00 -30.00 45.00 45.00 0.00 45.00 -45.00 0.00 Exercise 2.9 Use direct multiplication to show that to rst order, the product of (I a ) and (I + a ) is the identity matrix. ba ba Exercise 2.10 Use eqn. (B.15) to form the skew symmetric matrix . By direct matrix multiplication, con rm eqns. (2.65 2.68). Exercise 2.11 Section 2.7.2 derived the relationship between the Euler attitude rates = ( , , ) and the body-frame inertial angular rate vector b ib . 1. Use a similar approach to show that the relationship between the Euler attitude rates and the angular rate of the body-frame relative to the inertial-frame represented in geodetic frame is g = T ib where cos( ) cos( ) sin( ) 0 cos( ) 0 . (2.80) T = sin( ) cos( ) sin( ) 0 1 2. Check the above result by con rming that Rg = T 1 . E b This matrix T is useful for relating the attitude error represented in geodetic frame (de ned in Section 10.5) to the Euler angle errors = ( , , ) . The relation = T is used in Sections 10.5.5 and 12.5.1. Exercise 2.12 Figure 9.1 shows the axle of a vehicle. Denote the length of the axle by L. The body frame velocity and angular rate are v = [u, v, 0] and = [0, 0, 1] . Use the law of Coriolis to nd the tangent plane velocity of each wheel.

If the COUNT update cannot be attempted (e.g., loss of radio contact), then the serving MSC generates a COUNT update report, indicating that the COUNT update was not attempted, passes the report to the authentication reporting process, and terminates. This procedure also applies in the case of a ANSI-41-D serving system when the MS is involved in a call and the call has been handed off; however, IS-778 adds support for COUNT update after handoff, as described below. Otherwise, the serving system sends a Parameter Update Order to the MS in a mobile station control message. The MS increments its stored value of COUNT and responds with an order confirmation message.

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