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        代寫MATH6119、Python/c++編程語言代做

        時間:2024-05-15  來源:合肥網(wǎng)hfw.cc  作者:hfw.cc 我要糾錯



        Case Study - Information Sheet
        Printed Circuit Board Assembly
        1 Background
        Philips Electronics produces printed circuit boards (PCBs) for use in consumer electronics (audio and video equipment, personal computers) and in professional industries
        (telecommunication systems, aircraft navigation, medical equipment). Special machines
        are used to mount components onto the boards. The problem to be considered is one
        of production preparation: for each type of PCB, it is necessary to specify the way in
        which the components should be mounted.
        This case study is based on work carried out for one of the major product divisions
        of Philips. Although some simplifications have been made to the original problem, this
        does not affect the main characteristics of the decisions that have to be taken.
        2 Assembly of PCBs
        PCBs are assembled by automated machines. A conveyor feeds each board into the first
        machine, and transports the boards between machines. Thus, a board passes into the
        first machine where a selected subset of components are mounted, then passes to the
        second machine where further component mountings are performed, and so on, until the
        last machine completes the PCB. The conveyor moves all partially assembled boards to
        the next machine simultaneously. Thus, the conveyor only moves when every machine
        has completed its work on a board. For example, if there are eleven components to be
        mounted by three machines, A, B and C, where machine A mounts components 1, 2,
        3 and 4 and takes 8 seconds, machine B mounts components 5, 6 and 7 and takes 12
        seconds, and machine C mounts components 8, 9, 10 and 11 and takes 9 seconds, then the
        conveyor moves the boards every 12 seconds. Consequently, the first PCB is completed
        after 36 seconds, and a further PCB is completed at the end of each subsequent 12-second
        interval.
        The components to be mounted on the board are contained in feeders on one side of
        the conveyor. The components are classified into different types, and each feeder only
        contains components of a single type.
        Each machine has a robot arm with three heads. The heads are each fitted with a
        piece of equipment which can pick components from the feeders and subsequently place
        them on the board. At most one component at a time can be carried by a head. Note that
        each component type can only be handled by a subset of the set of head equipments. In
        other words, a head with a given piece of equipment can only pick and place components
        of a limited set of component types.
        The mounting process consists of a sequence of pick-and-place moves. In the picking
        phase, the heads pick a component from the relevant feeders in turn. The order is
        fixed: the first head picks first, then the second, and finally the third head. During
        1
        the placing phase, the robot arm moves to appropriate points on the board so that
        the components can be sequentially mounted. In contrast to the picking, the order in
        which the components are mounted can be chosen. Note that it is possible to choose
        pick-and-place moves in which only one or two of the three heads are used.
        To illustrate the process, consider the following example in which a single machine is
        used to mount five components on a board. There are two components of type α, one of
        type β, and two of type γ. The feeders for these component types have coordinates (5,
        0), (10, 0), and (15, 0), respectively. Further, the two α components have to be mounted
        at locations with coordinates a1 = (10, 2) and a2 = (10, 12), the β component has to
        be mounted at a location with coordinates b1 = (6, 5), and the two γ components have
        to be mounted at locations with coordinates c1 = (15, 8) and c2 = (14, 16). Suppose
        that, on the first pick-and-place move, the second α component is assigned to head 1,
        the β component is assigned to head 2, and the first γ component is assigned to head
        3, and that these components are mounted in the order γ, α and β. Then, the robot
        arm moves successively between locations (5, 0), (10, 0), (15, 0), (15, 8), (10, 12) and
        (6, 5): a total distance of 5 + 5 + 8 + √
        41 + √
        65 = **.49. Suppose that on the second
        pick-and-place move, the first α component is assigned to head 1, and the second γ
        component is assigned to head 2, and that these components are mounted in the order
        α and γ. Starting at the location (6, 5) where the last component was mounted on the
        previous move, the robot arm moves successively between locations (5, 0), (15, 0), (10, 2)
        and (14, 16): a total distance of √
        26 + 10 + √
        29 + √
        212 = 35.04. These pick-and-place
        moves are illustrated in Figures 1a and 1b, respectively.
        Figure 1: (a) First pick and place move; (b) Second pick and place move (the solid line
        denotes the route travelled by the arm during this move)
        2
        3 Throughput
        It is required to maximize the throughput of the assembly line, which is determined by
        the machine with the heaviest workload. The workload of a machine is proportional to
        the total distance travelled by the robot arm. In computing this distance, you should
        assume that, when the conveyor moves, the robot arm remains at the position where the
        last component was placed until the new board arrives. Increased throughput is achieved
        by:
        • avoiding large movements of the robot arm;
        • balancing the workload between machines.
        The scheme that is selected should minimize the time required for the busiest machine
        to complete all of its mounting operations.
        4 Data
        Relevant data for the problem are as follows. There are three machines, and 102 components to be mounted on the board. The components are of 10 different types, which are
        labelled as type A, type B, etc., up to type J. There are nine pieces of equipment which
        are to be fitted on the heads, and no piece of equipment is duplicated. The following
        table lists the equipment, giving the component types that each piece of equipment can
        handle.
        Piece of equipment Types of components that can be mounted
        Figure 2 displays the feeder positions, and shows the positions of the component
        types on the board. The feeders for components of types A, . . . , J have coordinates (2,
        0), . . ., (11, 0), respectively. The board is depicted below the feeders. The components
        to be mounted at the top of the board have coordinates (1, 2), . . . , (12, 2), and the
        components to be mounted at the bottom of the board have coordinates (1, 13), . . . ,
        (12, 13). There are some locations on the board where no component is to be fitted.
        For example, no component is required at the position with coordinated (9, 5), while a
        component of type J is to be mounted at the position with coordinates (10, 5).
        Note that the times required to pick a component from a feeder, to mount a component on a board, and to move the board on the conveyor are neglibible.
        eeders
        Figure 2: Layout of the PCB board
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