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International Business academic writing sample

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International Business academic writing sample

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Android Studio Application Sample

Please check the app here for simple android studio application sample



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Best Magazine Cover Design Assignment Help Sample

Best Photoshop Assignment help service / Magazine cover sample


 

Photoshop for beginners is a fun but to make it professional it need skill and creativity. Our experts provide very selective designs and ideas to implement in design . here we provided magazine cover design sample to illustrate the skill. This    was the assignment sample submitted and it scored great score.

 

For any kind of photoshop assignment help, design homework help, magazine cover assignment help, magazine cover designing help please  dont hesitate to contact us anytime. This is the field we love to work for. Price is affordable and provide full support until you are satisfied. Photoshop homework help is tough for students until they know what they are doing. Sometimes they need online tutoring or manual to understand photoshop design

We also uses Adobe illustration and Photoshop to do the work. It all depends upon the client requirement. Sometimes student guidelines are very strict. So we will follow that . We can also provide explanation of what is provided so that  it is easy to understand.

Magazine cover assignment help

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Cisco Networking Academy Assessments Help and Guidance

Cisco Networking Academy Assessments Help and Guidance



packet tracer assignment help

Packet tracer assessment help is very challenging for beginners. Realization of any assessment, project, task, practice and Skill exam taken during the CCNA Cisco Networking Academy Courses.



Basic configuration of network devices such as Routers, Switches, Hubs, Wan Clouds, Frame Relay, Access Points and Wireless Devices.  We are capable of handling these with high skilled experts within our team.


It can be for any companies or for any academic level student. Doesn"t make sense for us . We are ready to help anytime .



Packet Tracer Network Simulation with any required specification can be done for any level of clients. Students find very  tough to deal with packet tracer assignments but we are strong enough to provide full code on time .


LAN & WAN connection and configuration.


Network design, planning and development.


Ip address and Subnetting calculations.


VLAN implementation, advanced routing, network trunking, static routing between different networks and devices, dynamic routing between different networks implementing various routing protocols such like OSPF, EIGRP, RIP, and others.


Network addresses translations, Access List implementation, Network redundancy, Backup and Restoration protocols.


Configuration and commands guidance in CiscoIOS.


Troubleshooting and resolution of possible inconveniences presented during network configuration.




All these cover the minor portion  of the task we are dealing with .

Oracle / database assignment help

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Part A: Step 1 (25 marks) Create a logical (relational) data model (e.g. Database or ER diagram). Use J Developer or Visio to create this diagram.

 

Use appropriate naming conventions while naming tables, attributes, relationships, etc. Also use appropriate data-types, data-sizes, etc. in the diagram and ensure to flag PKs, FKs, etc. There should be two business rules for each relationship (association) shown on diagram. State these business rules very clearly under a separate section (in your report). Similarly, state your reasonable assumptions (this helps us better evaluate your design) under a separate section. Examine each table’s (entity"s) attributes for dependencies and apply the rules of normalisation discussed in Chapter 6 of the textbook. You are required to show the detailed normalisation process e.g. how you move from lower normal form (e.g. 1NF) to the next (e.g. 2NF) in the submitted work. Use dependency diagrams for depicting all the relationships among a table’s attributes. Normalise tables up to the highest possible NF.

 

Part A: Step 2 (9 marks) Generate physical model based on the logical model created in the Step 1. To create the required set of tables, relationships, constraints, etc. write SQL scripts using a text editor (e.g. Notepad). Use SQL Developer for initial checking / debugging and running of the code. Keep improving your code until you are happy with the design. Check carefully the DDL code in your script file and make sure that all the attribute definitions (e.g. names, data types, data sizes, domain values including defaults, etc.), table constraints (entity integrity, referential integrity, etc.), etc. are specified correctly

 

Validate your work by ensuring that query transactions (a) - (p) listed towards the end of the case study are supported by your design. Make sure that the physical design is a robust one and meets the requirements of a good design and remember normalisation alone does not produce a good design. In the end, ensure that both logical and physical designs are consistent with each other. Run your final scripts to generate the database (i.e. physical model). Use your Group Oracle a/c to implement the final code.

 

 

Part A: Step 3 (6 marks) Now create appropriate test data to populate the tables you created in Step2. You can use SQL Developer to run a script file that contains SQL INSERT statements or directly enter data. There should be reasonably sufficient number of rows of test data across all the tables but no table should contain less than five rows. Make sure your test data appropriately and sufficiently reflects (this could sometimes mean adding more than 5 rows in some tables) and does not violate any of the constraints declared while creating the database. Set up all the tables and their constraints in the correct order before you load any data into the database.

 

 

 

Medical IOS developement

TrackMyMeds Lite: medication tracker and reminder


 

 

We provide high quality IOS / Iphone application development assignment help for international students and companies. please upload your project requirement here 

 

This project aims to develop a software product for the tracking and reminding of medication intake. The product will be made available through a mobile app. The user should have seamless access to their data across devices, allowing a user to make actions on medications (set reminders, snooze them, track medications, etc.) one device they are signed in on without need to repeat operations on a different device.

 

The application should be intuitive and ease to use, and visually appealing. The product should be fully deployed (on a cloud server and/or an app marketplace) by the end of the project and adequately tested.

 

The team also needs to develop a business planwhich identifies avenues for the design and development of advanced functionalities that could be retailed to the public within a paid “pro” version of the product.


Minimum functionalities:


 
  • login using a google account (Integrate the authentication APIs offered by Google)


 
  • User information page


 

 
  • function to insert medication name, shape and color of medication (Figure 1), dosage, repetitions, time taken.


 
  • function to select a medication from a list of past medications taken, or from a predefined list of available medications, with search capabilities to find medications


 

 
  • function to schedule the administration of medication (set a reminder)


 
  • function that reminds the user to take a medication (include


snooze button to defer)

 
  • function to report all the time a medication has been taken


 
  • function to find when next to take medications


 
  • function to display which medication should be taken: today (morning, noon, evening and bed), tomorrow, in a given time range (can be displayed and designed as a Pillbox Figure 2)


 
  • function to display recorded resultand feedback from user (Figure 3 record result)


 
  • function to request for weekly/monthly report where it will show medication history


 

** - function to track the medication of multiple users. Caregiverscan send reminders to the patients (family, relatives and etc.) to take their meds and also has the feature where caregivers will receive notification whenever patientshave already taken their meds. (Figure 4 Multi Users)

ios application development

 
  • all relevant functions need to have a (safe) erase counterpart


 
  • acquire a complete list of medications for Australia, including vitamins supplements, e.g. Australian Medicines Terminology (AMT) (You can obtain this by researching how to access and use the Australian Medicines Terminology (AMT) dataset.)


 
  • use of a database to maintain user and medication information, including choice and installation of an existing tool to manage the database through a GUI (e.g. phpmyadmin)


 

Samples attached


medical ios application development ios application development assignment help ios application development iphone application development application development assignment help

Create a simple website with one index.html (assignment help latest project )

Create a simple website with one index.html base page and at least 2 linked
images.


 

 

159352 Tutorial – Week 3
In this exercise you will be implementing a basic HTTP server. You can use the
server.py code below (available on Stream) as a starting point, or use any other
language, which supports raw TCP/IP sockets such as Java.
Create a simple website with one index.html base page and at least 2 linked
images. Place the web objects in the same directory as your web server program.
This is becomes your document root. Extend the web server code such that it is
able to respond to client requests, and provide the requested resources. It should
be able to do basic error handling such as HTTP 404 - Not Found.
Optional exercise – Make your server multithreaded so that it can handle
multiple requests.
Submit your server code on Stream.
[box style="1 or 2"]#Here is a skeleton code you may use as a starting point.
#This is a very basic HTTP server which listens on port 8080,
#and serves the same response messages regardless of the browser"s request.
#It runs on python v3
#Usage: execute this program, open your browser (preferably chrome) and type
http://servername:8080
#e.g. if server.py and browser are running on the same machine, then use http://localhost:8080
# Import the required libraries
from socket import *
# Listening port for the server
serverPort = 8080
# Create the server socket object
serverSocket = socket(AF_INET,SOCK_STREAM)
# Bind the server socket to the port
serverSocket.bind(("",serverPort))
# Start listening for new connections
serverSocket.listen(1)
print("The server is ready to receive messages")
while 1:
# Accept a connection from a client
connectionSocket, addr = serverSocket.accept()
## Retrieve the message sent by the client
request = connectionSocket.recv(1024)
#create HTTP response
response = "HTTP /1.1 200 OK\n\nWelcome to my home page"
#send HTTP response back to the client
connectionSocket.send(response.encode())
# Close the connection
connectionSocket.close()
[/box]

 

 

 

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Matlab code for determine frames from my bin video file

 

 

First of all , i need to determine frames from my bin video file .And i need to write a code for stop and wait automatic repeat request for the determined video frames.in this transmission policy , frames bit are transmitted with awgn noise and if receiver doesnot obtain exact bit as transmitted then retransmit the same frame bit. The maximum loop can be iterated 3 times .If in the fourth time also if reciever doesnot receives exact fram bit then leave and go for next frame. Video bin file data are arranged in the sequential order. So it will be easy to determine video frame from the bin file.

 

First of all ..need to bring this file to matlab ..and video bit are arranged in sequential order ..VPS,SPS,PPS ,Slice . These slice are frames which are I ,B and P frame . The length of VPS is 29 ,length of PPS is 52 , Length of SPS is 11. Need to implement Automatic repeat request transmission technique for the slice i.e frames.

[section bgcolor="#f9f9f9" bgimage="IMAGEURL" parallax="true" padding="40px 0" border="1px solid #ececec"]Your The structure of video is VPS SPS PPS SLICE SLICE SLICE There is one vps pps sps and one I slice then sequence will be 3B slice followed by 1P slice . This continues till the end . VPS - 0001-next 0001 length is 29 SPS - 0001-0001 length is 52 PPS - 0001-001 length is 11 I slice - 001 to 0001 B slice-0001 to next 0001 P slice 0001-0001 After I slice there are 3 B slice and 1 P slice in sequence till the end[/section]

 

Automatic repeat request is a transmission techinque where sender sends the data or packet and receiver receives the sent data . If reciever doesnot receive the sent data then it sends acknowledgment to resend the data or packet . In this project individual frames data is separated into individual packet or block and sent with addition of awgn and at reciever it should recieve same packet sent by sender. XOR can be used at the reciever for comparing sent and recieved packet. AWGN should be addeAWGN should be added to the input frame packet or block . An AWGN channel adds white Gaussian noise to the signal that passes through it.

You can create an AWGN channel in a model using the comm.AWGNChannel System object, the AWGN Channel block, or the awgn function.d to the input frame packet or block . An AWGN channel adds white Gaussian noise to the signal that passes through it. You can create an AWGN channel in a model using the comm.AWGNChannel System object, the AWGN Channel block, or the awgn function. Simple stop and wait ARQ transmission can be used .

 

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Mosel Programming


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Mosel Programming Assignment help/ Xpress Programming help/ Linear programming expert help


"]

mosel programming

The modern release 2005A of Xpress-MP adds a number of enhancements to an already impressive suite of search engine optimization and modeling software. Seeing that its inception, Xpress-MP has distinguished itself for rewarding the efficient implementation of algorithms to solve geradlinig and mixed integer coding (MIP) problems. Every time has continued to grow the state-of-the-art for statistical programming commercial solvers. The solvers implemented in the Xpress-Optimizer -- a central component of the Xpress-MP suite -- benefit from many search-accelerating techniques like presolve algorithms, use of global variables, advanced slicing planes strategies, heuristics, and customizable node and changing selection strategies. The newest release has speed improvements to the algorithms, and it in addition has added parallel MIP for multi-processing machines. Experience with time-critical applications, with considerable linear programs and with tough integer problems has earned Xpress-Optimizer a reputation among practitioners and academicians to be second to zero in conditions of rate and reliability.
Beyond the Xpress-Optimizer, the Xpress-MP suite is made up of an ground breaking modeling tool in the form of the Xpress-Mosel component. Mosel is conceived as a programming environment for both modeling and solving search engine optimization problems. Consequently, the Mosel language is in the same time an algebraic building language and also a true high-level programming dialect. This is in comparison with other algebraic modeling "languages" like AMPL [Fourer et. al. (1993)] and OPL [Van Hentenryck (1998)], which count on scripting to perform procedures around the model specification.

In Mosel, it is normal to varied modeling and solving transactions to program specialized solution algorithms or any program that is centered within an optimization model. And because the architecture of Xpress-Mosel was created to be open and flip, the syntax of the Mosel language can be naturally extended. Mosel has a native interface that is identified as  public, allowing anyone to enrich the efficiency of the language by creating new modules. Intended for instance, calls to exterior functions and procedures of existing specialized solvers and other programs can be changed into simple Mosel transactions. This characteristic makes Xpress-Mosel a thrilling and practically inexhaustible environment for optimization-centered applications.

Mosel models are typically developed within the visual user interface Xpress-IVE. This kind of visual environment has many facilities for model debugging, solution analysis and solution display that bolster the productivity of the development effort. Each Mosel model has been built and tested in Xpress-IVE, it might be accessed and executed from other applications through Mosel libraries. The latest release of Xpress-MP adds a. NET library to the present C/C++, Java, and VB libraries. The Mosel your local library provide a simple and efficient device for an organization to integrate complex optimization models with the rest of its information systems.

The Mosel Terminology
Coding in Mosel is easy enough if you incorporate some experience with other high-level programming "languages". The statements that designate a model"s variables and constraints closely resemble the usual notation to illustrate optimization models. The associating lines (see box) provide an sort of Mosel code.

 

Sample Question


1)  A textile company makes two types of cloth: light duty and heavy duty. The unit profits are €p1 and €p2 in respectively. Each metre of light cloth requires five metres of raw cotton and five hours of processing time. Each metre of heavy cloth requires three hours of processing time and eleven metres of raw cotton. There are 550 metres of raw cotton available and 300 hours of processing time. The sales department estimate demand for heavy duty cloth is at most 40 metres. a)  Formulate an LP model to determine the quantities of cloth that maximise profit and satisfy the constraints. b)  Explain the model and its components. State clearly any assumptions. c)  Explain the graphical solution method. You may use pseudocode and should give some insight to how and why the method works d)  Applythegraphicalsolutionmethodtodeterminetheoptimalsolutiontoyourmodel. You can complete the graphical solution using pen and paper. Scan your work and include it in your report. Alternatively, you can use your favourite drawing tool and include the image(s) in your report, noting the software package used. e)  Interpret your solution fully and make a recommendation to the company. f)  Implement a fully commented Mosel model to confirm the optimal solution obtained by the graphical approach. g)  Write a short note comparing the approaches in parts d) and f) above. 2)  A craft brewer makes three types of cider:golden glow,autumn fresh and sparkling light. Profits per cask are €7,500, €8,200 and €9,500 respectively. The brewery orchard has yielded 17 tonnes of apples with which the cider is made. Each cask of Golden glow uses 0.2 tonnes of apples, while autumn fresh uses 0.24 and sparkling light uses 0.18. The brewery has 2,500 hours of production capacity and can store at most 80 casks. Each cask of golden glow requires 11 hours to produce, while autumn fresh requires 8 hours and sparkling light requires 16 hours. Demand for sparkling light will be no more than half of the sales of the other two types of cider combined. How many casks of each type should be made in order to maximise revenue? a) Formulate and solve an LP for the brewer problem in Mosel. Your Mosel model should be fully commented and explicitly demonstrate the use of: i)  a constant; ii)  a real variable; iii)  a string variable; iv)  a decision variable; v)  thesumlanguageconstruct; vi)  the forall language construct; You may hard code the data in your Mosel implementation. You must include an interpretation of the optimal LP solution in your report. You do not need to give a full description of the Mosel model in your report. The comments in your Mosel model serve to explain your implementation. TASK REQUIREMENT : you must answer all the questions above and Implement and upload the Mosel models as indicated.


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1. A.

x1*p1 + x2*p2 --> max (where is p1 and p2 is unit profits)

x1*5 + x2*11 <= 550

x1*5 + x2*3 <= 300

x2 <= 40

x1 >= 0, x2 >= 0

B.

x1 - meters of light duty clothes

x2 - meters of heavy duty clothes

Each metre of light cloth requires five metres of raw cotton and each metre of heavy cloth requires eleven metres of raw cotton. Due to we have only 550 metres of raw cotton comes this equation: x1*5 + x2*11 <= 550

Same with processing time one metre of light cloth requires five hours, and each metre of heavy cloth requires 3 hours. We have only 300 hours available, so we have one more equation:

x1*5 + x2*3 <= 300

Also we have demand for heavy duty cloth is at most 40 metres from which x2 <= 40

And also we can’t have negative meters of clothes, so x1 >= 0, x2 >= 0

C.

A linear programming problem or LP problem in two unknowns x1 and x2 is one in which we are to find the maximum or minimum value of a linear expression

x1*p1 + x2*p2 (where p1 and p2 is constants)

called the objective function

The solution set of the collection of constraints is called the feasible region of the LP problem. The largest or smallest value of the objective function is called the optimal value, and a pair of values of x1 and x2 that gives the optimal value constitutes an optimal solution.

D.

For equation x1*5 + x2*11 <= 550 let’s draw line 5*x + 11*y = 550 (x1 = x, x2 = y)

Everything upon it will be red, and everything down it white.

For equation x1*5 + x2*3 <= 300 The line will be 5*x + 3*y = 300, everything upon it will be red, and everything down it white.

And last one x2 <= 40, y = 40 with same principe as shown upon.

We will get such picture:

The feasible region is shown in white.

To find maxima we should draw family of lines p1*x = p2*y, p1 and p2 is constant, let’s suppose p1 = p2 = 1, to make our life easier.

Only lines that has points from white area is needed. After that we much choose line that have max distance to (0,0).

Not hard to understand that it’s this line

The answer is this x and y matched in circles bellow

X = 41.25, Y = 31.25

E. So company should make 41.25 metres of light duty clothes and 31.25 meters of heavy duty clothes.

F.

model "Clothing"

uses "mmxprs"; !gain access to the Xpress-Optimizer solver

!sample declarations section

declarations

x1,x2: mpvar ! Decision variables: produced quantities

end-declarations

Profit:= x1 + x2 !objective function

rawCotton:= 5*x1 + 11*x2 <= 550 ! cotton in metres

processingTime:= 5*x1 +3*x2 <= 300 !hrs of processing time

demand:= x2 <= 40 !demand

maximize(Profit) !Solve the problem

writeln("Make ", getsol(x1), " light Duty Clothes")

writeln("Make ",getsol(x2), " heavy Duty Clothes")

writeln("Best profit is ", getobjval)

end-model

G. Graphically solution is good to understand LP problem but does not let you solve it 100% correct. Firstly it works only when your LP problem has 2 unknown secondly, it’s very hard to get accurately answer when. Mosel mode is hard to build but when you don’t know how to do it, but after you find out LP problems is very easy to solve.

2. A.

x1 - number of cask golden glow

x2 - number of cask autumn fresh

x3 - number of cask sparkling light

7500 * x1 + 8200 * x2 + 9500 * x3 --> max

20*x1 + 24*x2 + 18*x3 <= 1700

x1 + x2 + x3 <= 80

11*x1 + 8*x2 + 16*x3

Mosel mode :

model "cider"

uses "mmxprs"; !gain access to the Xpress-Optimizer solver

!sample declarations section

declarations

x1,x2,x3: mpvar ! Decision variables: produced quantities

end-declarations

Profit:= 7500 * x1 + 8200 * x2 + 9500 * x3 !objective function

tonesApple:= 0.2*x1 + 0.24*x2 + 0.18*x3 <= 17 ! tones of apples

processingTime:= 11*x1 + 8*x2 + 16*x3 <= 2500 ! hrs of processing time

casks:= x1 + x2 + x3 <= 80 ! can store at most 80 casks

1. A.

x1*p1 + x2*p2 --> max (where is p1 and p2 is unit profits)

x1*5 + x2*11 <= 550

x1*5 + x2*3 <= 300

x2 <= 40

x1 >= 0, x2 >= 0

B.

x1 - meters of light duty clothes

x2 - meters of heavy duty clothes

Each metre of light cloth requires five metres of raw cotton and each metre of heavy cloth requires eleven metres of raw cotton. Due to we have only 550 metres of raw cotton comes this equation: x1*5 + x2*11 <= 550

Same with processing time one metre of light cloth requires five hours, and each metre of heavy cloth requires 3 hours. We have only 300 hours available, so we have one more equation:

x1*5 + x2*3 <= 300

Also we have demand for heavy duty cloth is at most 40 metres from which x2 <= 40

And also we can’t have negative meters of clothes, so x1 >= 0, x2 >= 0

C.

A linear programming problem or LP problem in two unknowns x1 and x2 is one in which we are to find the maximum or minimum value of a linear expression

x1*p1 + x2*p2 (where p1 and p2 is constants)

called the objective function

The solution set of the collection of constraints is called the feasible region of the LP problem. The largest or smallest value of the objective function is called the optimal value, and a pair of values of x1 and x2 that gives the optimal value constitutes an optimal solution.

D.

For equation x1*5 + x2*11 <= 550 let’s draw line 5*x + 11*y = 550 (x1 = x, x2 = y)

Everything upon it will be red, and everything down it white.

For equation x1*5 + x2*3 <= 300 The line will be 5*x + 3*y = 300, everything upon it will be red, and everything down it white.

And last one x2 <= 40, y = 40 with same principe as shown upon.

We will get such picture:

The feasible region is shown in white.

To find maxima we should draw family of lines p1*x = p2*y, p1 and p2 is constant, let’s suppose p1 = p2 = 1, to make our life easier.

Only lines that has points from white area is needed. After that we much choose line that have max distance to (0,0).

Not hard to understand that it’s this line

The answer is this x and y matched in circles bellow

X = 41.25, Y = 31.25

E. So company should make 41.25 metres of light duty clothes and 31.25 meters of heavy duty clothes.

F.

model "Clothing"

uses "mmxprs"; !gain access to the Xpress-Optimizer solver

!sample declarations section

declarations

x1,x2: mpvar ! Decision variables: produced quantities

end-declarations

Profit:= x1 + x2 !objective function

rawCotton:= 5*x1 + 11*x2 <= 550 ! cotton in metres

processingTime:= 5*x1 +3*x2 <= 300 !hrs of processing time

demand:= x2 <= 40 !demand

maximize(Profit) !Solve the problem

writeln("Make ", getsol(x1), " light Duty Clothes")

writeln("Make ",getsol(x2), " heavy Duty Clothes")

writeln("Best profit is ", getobjval)

end-model

G. Graphically solution is good to understand LP problem but does not let you solve it 100% correct. Firstly it works only when your LP problem has 2 unknown secondly, it’s very hard to get accurately answer when. Mosel mode is hard to build but when you don’t know how to do it, but after you find out LP problems is very easy to solve.

2. A.

x1 - number of cask golden glow

x2 - number of cask autumn fresh

x3 - number of cask sparkling light

7500 * x1 + 8200 * x2 + 9500 * x3 --> max

20*x1 + 24*x2 + 18*x3 <= 1700

x1 + x2 + x3 <= 80

11*x1 + 8*x2 + 16*x3

Mosel mode :

model "cider"

uses "mmxprs"; !gain access to the Xpress-Optimizer solver

!sample declarations section

declarations

x1,x2,x3: mpvar ! Decision variables: produced quantities

end-declarations

Profit:= 7500 * x1 + 8200 * x2 + 9500 * x3 !objective function

tonesApple:= 0.2*x1 + 0.24*x2 + 0.18*x3 <= 17 ! tones of apples

processingTime:= 11*x1 + 8*x2 + 16*x3 <= 2500 ! hrs of processing time

casks:= x1 + x2 + x3 <= 80 ! can store at most 80 casks

Best Magazine Cover Design Assignment Help Sample

Best Photoshop Assignment help service / Magazine cover sample


 

Photoshop for beginners is a fun but to make it professional it need skill and creativity. Our experts provide very selective designs and ideas to implement in design . here we provided magazine cover design sample to illustrate the skill. This    was the assignment sample submitted and it scored great score.

 

For any kind of photoshop assignment help, design homework help, magazine cover assignment help, magazine cover designing help please  dont hesitate to contact us anytime. This is the field we love to work for. Price is affordable and provide full support until you are satisfied. Photoshop homework help is tough for students until they know what they are doing. Sometimes they need online tutoring or manual to understand photoshop design

We also uses Adobe illustration and Photoshop to do the work. It all depends upon the client requirement. Sometimes student guidelines are very strict. So we will follow that . We can also provide explanation of what is provided so that  it is easy to understand.

Magazine cover assignment help

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Autocad Sample

Autocad Assignment Help




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1.  INTRODUCTION


 

A major road widening project requires constructing nine link roads. The design traffic flows were obtained from revised forecast traffic produced by a traffic consultant. The forecast traffic flow was based on the Average Annual Daily Traffic  in  2015  with  percentage  of  Heavy  Goods  Vehicles  (HGV). The geotechnical report confirmed that subgrade material is expected to be “chalk” and in situ CBR testing indicated that CBR, would be adequate  for  design.  The  design  options  are  expected  to  reflect  adequate consideration  on  sustainability  to  meet  key  policies  on  sustainable  infrastructure development.

 

2.  DESIGN TRAFFIC


 

The design traffic is the commercial vehicle loading over the design period expressed as the number of equivalent standard (80kN) axles.

Its  calculated using the commercial vehicle flow F, traffic growth G and wear factors W, design period Y (generally adopted 40 years) and Percentage of vehicles in the heaviest loaded lane P.

To determine the design traffic, the AADF of commercial vehicles per day (cv/d) in one direction, at scheme opening (or for existing road schemes, the current flow) and the proportion in the OGV2 category shall be used.

 

With %HGV and AADT we estimate  HGV,  using figure 2.1 we estimate OGV2, the different beetwen HGV and OGV2 will be OGV1 + PSV.

According to clause 3.13 and 3.14 if a 40 year future design is chosen as it has been proven more economical for structural maitanance and therefore reducing total life cost

With the figure 2.3 and table 2.3 we obtain Growth Factor G and Wear Factor F for a new road.

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  1. References

 
  • Design Manual for Roads and Bridges: Volume 7 Pavement Design and Maintenance.


 
  • Volume 7 pavement design and maintenance section 2 pavement design and construction.


 
  • Interim advice note 73/06 revision 1 (2009) design guidance for road pavement foundations (draft hd25).


 
  • Volume 7 pavement design and maintenance section 2 pavement design and construction.


 
  • Series 800 road pavements - (11/04) unbound, cement and other hydraulically bound mixtures.


 
  • Series 900 road pavements- bituminous bound materials


 
  • Series 1000


 
  • Highway construction details b series.

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You like doing assignments! No… Looking for someone who can do your assignments on time? That’s great; but remember there are hundreds of assignment writing services online claiming to be the best and cheap. Don’t be a prey of those cowboy companies. You have to do some homework while choosing the right assignment writing service. Have a look:


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Ask Your Friends


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The Common Pros and Cons You Should Consider While Seeking Academic Writing Help

One of the most highly effective education revolutions in the last few years is academic writing help. Students who are struggling with a particular subject can avail these remote learning services. We bring you some common pros and cons of this new method of imparting education:


Pros


  • One of the best qualities of online academic writing help is that students can improve their skills without leaving the comfort of their home or causing disruption in their daily life.

  • Online learning also offers immense flexibility. Students and tutors can decide on common convenient times for the lessons and they can be easily altered to match other schedules. This is great for students who are involved in sports or other extracurricular activities.

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Cons


  • Online tutoring can be difficult for students with a low attention span as in-person tutors will be able to give more personalized attention to such students.

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Project Fractals and the Beauty of Nature"
Many fractals can be generated from descriptions in the Fractal Description
Language (.fdl). This language describes a start state of a fractal and a set
of rules how to progress to larger depths.
For example, to generate a Koch curve, we start with the initial (depth 0)
state F signifying a forward move, i.e., a straight line. The rule for expanding
to the next depth is given as a replacement rule.
F -> F L F R F L F
where L is a 60 degree turn to the left and R is a 120 degree turn to the right.
That is, we replace a straight line by a straight line, a left-turn, a straight
line, a sharp right-turn, a straight line, a left-turn, and a fourth and nal
straight line.
Thus, the state for depth 1 is F L F R F L F. To get to depth 2, we
have to apply the rule again to all positions of the state where it is possible,
i.e., we have to replace each of the four F by F L F R F L F. The result
is F L F R F L F L F L F R F L F R F L F R F L F L F L F R F L F
where the new sections are underlined to aid your understanding.
To get to depth 3, we would have to replace each of the 16 Fs by the right
side of the rule. For the sake of brevity, I leave this exercise to you.
Let us take a look at the le koch.fdl available from the project section
of the course home page.
start F
rule F -> F L F R F L F
length 2
depth 5
cmd F fd
cmd L lt 60
cmd R rt 120
The rst line give the start state, i.e., the
state F for depth 0. The second line give the
only rule needed for the Koch curve, i.e.,
to replace F by F L F R F L F. The third
line speci es the length of each segment, i.e.,
each straight line will be 2 units long. The
fourth line speci es that states should be ex-
panded to depth 5 before drawing the frac-
tal. Finally, the Lines 5 to 7 specify that F
is a straight line, L is a 60 degree left-turn
and R is a 120 degree right-turn.
Task 0 { Preparation
Download all the .fdl les from the course homepage (at least dragon.fdl,
fern.fdl, koch.fdl, sierpinski.fdl, sierpinski2.fdl, snowflake.fdl,
and tree.fdl.
4
Try to understand how these generate their respective fractals. If you
are new to the fractals project, have a look at the project description for
the rst part to get some inspiration. While most of the fractals are known,
dragon.fdl represents a dragon curve and sierpinski.fdl represents a
Sierpinski curve.
Task 1 { Representing and Applying Rules
A rule consists of a single letter for the left side and a list of letters for the
right side. Your task is to create a user-de ned type (= Python class) \Rule"
that represents such a rule. This class should have attributes for at least the
left side and the right side.
You also need to write a function that applies a rule to each (matching)
element of a list, i.e., that from the list ["F","L","F","R","F","L","F"] for
depth 1 of the Koch curve will generate the list [["F","L","F","R","F","L",
"F"],"L",["F","L","F","R","F","L","F"],"R",["F","L","F","R","F",
"L","F"],"L",["F","L","F","R","F","L","F"]].
Task 2 { Representing and Executing Commands
A command consists of a command string (such as fd, lt, rt, scale) and a
list of arguments. Your task is to create a user-de ned type (= Python class)
\Command" that represents a command. This class should have attributes
for at least the command string and the arguments.
You also need to write a function for executing a command. This func-
tion gets as an argument a turtle object and a length. The command with
command string lt and argument list ["60"] should execute the Python state-
ment lt(turtle, 60). The command scale multiplies the length with the
given
oat. Finally, the command nop simply does nothing (no operation).
Task 3 { Loading a Fractal Description Language File
A fractal consists of a start state represented by a list, a list of rules, a
mapping from single letters to commands, a length, and a depth.
Your task is to create a user-de ned type (= Python class) \Fractal" that
has at least the attributes described above. In addition, you should write a
function or method that executes all commands of a given state, i.e., goes
through a state list, uses the mapping from single letters to commands, and
executes these.
You also need to write a function that reads an .fdl le and creates a
Fractal object from it.
5
Task 4 { Generating Fractals
Now you are left with computing a new state from an old state. Your task is
to write a (recursive or iterative) function or method that for a given start
state, set of rules, and depth computes the state at that depth.
Finally, you have to put everything together such that you can load,
compute, and draw a fractal for a given le. To this end, you should import
the sys module and use as a lename the rst argument passed on the
command line, i.e., sys.argv[1]. You also need to write a function to
atten
the lists of lists obtained by rule applications into a list of elements those lists.
Task 5* { Support for Line Widths and Colors
The fractals look nice enough, but some colors and wider lines would make
them more pretty. Your challenge task is to extend the Fractal Descripton
language by the commands color and width where color gets a color name,
a color code or \random" as an argument while width gets a
oat. Random
colors can e.g. be generated by using format strings:
"#%02x%02x%02x" % (randint(0,255),randint(0,255),randint(0,255))
Here is an example for a nicer dragon curve:
start F X
rule X -> X R Y F
rule Y -> F X L Y
length 3
depth 13
color random
width 2.0
cmd F fd
cmd X nop
cmd Y nop
cmd L lt 90
cmd R rt 90
Note that this task is optional and does not have to


Solution Code

Fractal and the Beauty of Nature













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