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The Questrak Truck Tracker Devices GPS system is a Truck Tracker Devices GPS that is unlike any other Truck Tracker Devices GPS, because Questrak's Truck Tracker Devices GPS utilizes Wi-Fi hotspots to upload its data to the base station. For this reason, Questrak's Truck Tracker Devices GPS requires no monthly fees, no subscription and no contract commitment. Questrak's Truck Tracker Devices GPS can provide speed, position and other data to the user. This means that, as an employer, spouse or parent, you can install a Questrak Truck Tracker Devices GPS in your vehicle, and FORGET IT. Since there are no monthly fees, the Truck Tracker Devices GPS costs you nothing more... ever. Even if you do not activate the "base station" software, the Truck Tracker Devices GPS installed in your vehicle will immediately begin tracking and storing vehicle data in its onboard memory. The Truck Tracker Devices GPS can store many months of data under normal use. If the Truck Tracker Devices GPS memory fills up, it simply overwrites the oldest data. But if you install the base station, all data will be downloaded and kept FOREVER. If you ever need to know where the vehicle has been, the data is there, and the software makes it a snap to search -- by date, by location, and/or by vehicle.- As a small business owner, you can use Questrak Truck Tracker Devices GPS to: - certify mileage for tax purposes - recall vehicle’s activity for historical purposes - dispute incorrect traffic citations - demonstrate that the vehicle was/was not at a certain location at a certain time- answer the question, "where was that sales prospect I found two days ago [while lost]?" If your business operates a fleet of vehicles, you can use the Questrak Truck Tracker Devices GPS to ensure

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Mar 24, 2019 270 likes | 485 Views Finite State Machines (FSMs). Today: First Hour : FSM Concept Section 8.1 of Katz’s Textbook In-class Activity #1 Second Hour : Design Example w/ FSM Section 8.2 of Katz’s Textbook In-class Activity #2. Counters vs FSMs. A Precursor of Finite State Machines. Download Presentation Finite State Machines (FSMs) An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher. Presentation Transcript Finite State Machines (FSMs) • Today: • First Hour: FSM Concept • Section 8.1 of Katz’s Textbook • In-class Activity #1 • Second Hour: Design Example w/ FSM • Section 8.2 of Katz’s Textbook • In-class Activity #2Counters vs FSMs A Precursor of Finite State Machines • Counters: Simple sequential circuits State = Output No inputs Simple single-path sequencing through the states • Generalizes to Finite State Machines: Outputs are Function of State (and Inputs) Next States are Functions of State and Inputs Used to implement circuits that control other circuits "Decision Making" or “control” logicDescribed by State Diagrams, much the same way that combinational logic circuits are described by Boolean Algebra. Recap: Synchronous FSMs Current State [output] New State [output] Current Input(s) Change of state happens only on the clocking eventRecap:3-bit Binary Up-Counter 001 001 010 010 000 000 Each circle corresponds to a state The label inside each circle describes the state 011 011 111 111 Arrows represent state transitions 101 101 100 100 110 110 No labels on arrows, since the counter has no inputsReset 0 Even [0] 1 Symbolic State Transition Table 1 Odd [1] 0 State Diagram Encoded State Transition Table Example: Odd Parity Checker Asserts output whenever input bit stream (seen so far) has odd # of 1's Observe that the output in this case depends only upon the present state, and not upon the input.Q Q+ T 0 0 0 0 1 1 1 0 1 1 1 0 Design with Flip-flops Q Q+ D 0 0 0 0 1 1 1 0 0 1 1 1 T F/F: Excitation Table D F/F: Excitation Table D F/F inputs are identical to the next state outputs in the state transition tableExcitation/Output Functions D = PS  Input; Output = PS Output Input Q D T Input Clock D Q PS/Output Q Clock R Q R \Reset \Reset D FF Implementation T FF Implementation Input 1 0 0 1 1 0 1 0 1 1 1 0 Clock 1 1 1