Hazards and delay padding was developed as an accessible Java-based tool that manages to simulate two circuits that result in a dynamic hazard. The top placed circuit is used to simulate the basic structure responsible for a dynamic 1-hazard (0-1-0 transition). The second circuit uses the same structure and replaces the AND gate with and OR one. The last circuit manages to demonstrate the use of gate-delays.
Hazards and delay padding description: After a static hazard has been created by a program, the hazard table is generated into a binary file, and that file can be used by a static hazard simulator. Viewing Hazards and delay padding Applications of Hazards and delay padding: Applications of Hazards and delay padding: Hazards and delay padding may be used in Java Applications as a result of visualization in Eclipse. Syntax: package com.zaphir.hazards; import java.io.*; import com.zaphir.utilities.FormatUtilities; public class HazardsAndDelayPadding { public static void main(String[] args) throws IOException { /* * Open the time based data source from a database */ File file = new File("d:\\UTIL\\hazards_delay_padding.in"); DataInputStream in = new DataInputStream(new FileInputStream(file)); HazardsAndDelayPadding ha = new HazardsAndDelayPadding(in); /* * Create the data model file with it's template */ out = new File("d:\\hazards_delay_padding.out"); out.createNewFile(); /* * Erase the previous data model file */ String filename = "hazards_delay_padding.template"; if (file.isFile()) { out.delete(); } out.setWritable(true); out.setSecurityManager(new FileSecurityManager(new File("d:\")).getSecurityManager()); out.createNewFile(); out.delete(); out.setWritable(true); out.setExecutable(true); out.setReadable(true); out.setExecutable(true); out.setExecutable(true); out.setExecutable(true); out.setExecutable(true); out.setReadable(true); out.setWritable(true); out.setReadable(true); out.setWritable(true); out.setReadable(true); out.setWrit
The diagram below shows the idea behind hazards and delay padding. In the original diagram which was developed in C-syntax the digital V(t-1)-V(t) AND bit stream. This AND bit stream was used to stimulate the logic gates. The output of the AND gate was the activity (or pulse) to be delayed. The activity to be delayed using logic gates was simply added to a bit stream sent from the virtual output buffer. The idea behind the program was to be as simple as possible without having to perform a lot of calculations. This is the easy part in the calculation. In the next step the time constant (and notional activation of the gates) would be simulated. This was to simulate the delay of the internal gates. This could be done by calculating the time constant in the unit of the simulation step. This time constant is the number of cycles it takes for the internal gates to transition on. This number of cycles is multiplied by the value of the input causing a potential activity (or pulse). The final step is the time constant calculation. This happens before the first calculation and is actually in the same step. The output from the time constant calculation is used as an input to the first calculation. This is the (t-1)-t calculation which is the calculation of the bit stream that simulates the dynamic 1-hazard (0-1-0 transition). A digital counter initialized to 5 is used to send the output from the time constant calculation. In short the important part is to be able to get a counter to trigger when a state changes. In a CAD tool this is an abstract concept which can be easily translated. The problem is how to get the input/output to match a new state. For example a change in clock frequency. The end result is a simple program with a simple syntax. Delay: The idea behind the delay calculation is to simulate the delay of the internal logic gates. Here is an example of a 2-gate delay. The output of the 1-gate delay (last calculation) is input to the 2-gate delay simulation. The calculation of the 2-gate delay is shown in the upper left corner of the diagram below. The output of the 2-gate delay simulation is then output to the 1-gate delay simulation. The idea here is to simulate the delay of a circuit. The second input to the 1-gate delay simulation (shown in the upper right corner) is a part of the delay in the circuit. b7e8fdf5c8
Most E-CAs (Electronic control applications) use a CRN model based on a behavior tree composed by different structures, where each structure is responsible for one behavior. The main structure is responsible for the most fundamental behavior of an E-CA and is linked to the abstract behavior. This structure is also called “gate”. It is actually a gate that is composed by only one transistor and one resistor. The gate can be placed on the integrated circuit in which the E-CA is programmed. The resistor can be a bipolar junction transistor, an MOS transistor, or any other resistor. The transistor can be any type of transistor such as a general purpose logic cell, an I/O cell or a special purpose transistor. The behavior tree is built sequentially, starting from the most basic structure and building the behavior tree one structure at a time. Once the structure is connected, its input variables are checked to determine its position in the behavior tree. If the position is a leaf, the behavior is properly simulated, otherwise, the next layer is activated. In this context, E-CAs are programmed by connecting gate-like structures in a behavior tree composed by six levels. In each level there can be placed gates or gates with gate-delay pads. In short, we can say that a gate (or gate-delay pad) is a simple structure composed of one or more transistors and one resistor. As an example, the basic structure of a single-gate composed by one bipolar junction transistor and one resistor can be seen in FIG. 1. FIG. 1 shows a basic example of a simple gate. The gate can be placed in an integrated circuit in which the E-CA is programmed. The gate can be composed by an inverter. In this case, the gate can be programmed in an SRAM cell or by a set of inverters. As it can be noticed, the gate is a basic structure that simulates one input node, one output node and one resistor. Two or more gates are linked with “AND” or “OR” logic. Those gates can be placed in the same integrated circuit in which the E-CA is programmed. Two or more AND gates link their inputs through a shared OR gate as shown in FIG. 2. FIG. 2 shows a basic example of a set of AND gates linked by an OR gate. A OR gate is a structure composed by two NAND gates as shown in FIG. 3
"Hazards and delay padding" (HDP) is a tool and an accompanying paper that was developed to facilitate the use of a hazard analysis toolset such as VHDL or Verilog and simulate and calculate the delay (or the addition of a hazard, to a net) between ports. HDP is currently the only Java-based tool that is actively developing and adding new features. HDP downloads: HDP-Jar (Java) HDP-PDF-Release-0.1.pdf HDP-HTML-Release-0.1.html HDP-CSS-Release-0.1.css HDP-Windows-Release-0.1.zip Use, install and release media of Hazards and delay padding: HDP in Hacker News: Source: HDP is a Free-Software (GPL v3) based on NetBeans, Java and C++ code. It can be installed and compiled by anyone. It is currently still under development. HDP has the following configuration options: Plugin ID The unique identifier for this plug-in. Display name The name that should be shown on the plugin's menu. Plugin File Name The name that should be shown on the plugin's menu. Version Number The version of HDP. Plugin Menu Name The name of the menu in which the entry should appear. Available Plug-Ins This is a list of other plug-ins that are available for HDP. Currently available: C# C/C++ HTML/CSS HDP-GUI HDP-Docs HDP-CTest HDP-Execution HDP-Python HDP-C/C++ Porting HDP-Verilog HDP-VHDL HDP-Pascal HDP-VHDL-IEEE HDP-VHDL-2002 HDP-Verilog-IEEE HDP-Verilog-2002 HDP-Artifacts HDP-Language HDP-Electrical HDP-Models HDP-Standalone HDP-MLDesign H
Basic system requirements (any PC) OS: Windows 7 or later. CPU: Intel Core 2 Duo or equivalent. RAM: 2GB. Graphics: DirectX 9.0c compatible video card with a minimum of 256MB of video RAM. Hard Drive: 30 GB of free hard drive space. Windows Live ID is required for the Games with Gold feature and to access online multiplayer. (Users who do not have a Windows Live ID, will be prompted to register for one when they first launch the game).
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