妻比夫瘦 Wife is thinner than her husband

The secret of a happy marriage is probably not complicated: as long as the wife is thinner than her husband. A new study points out that if a woman ’s body mass index (BMI) is lower than that of her partner, both partners will be happier and more likely to maintain a happy marriage. Relativity of body weight Researchers from the University of Tennessee selected 169 couples under the age of 35 to fill in the questionnaire every 6 months for 4 years. The study found that men with a higher BMI (weight (kg) divided by height (m) squared) than their wives are happier in marriage; and women with a lower BMI than their husbands are significantly happier than other women. Researchers believe that this is because men generally believe that slim partners are more attractive, and are therefore willing to maintain relationships; slim women will feel that partners still love themselves, are more confident and feel loved, and are therefore happier. Researchers speculate that men pay more attention to their partners' appearance and weight than women, and their husband's dissatisfaction with body shape may appear at the beginning of the marriage, which makes his wife increasingly unhappy. However, the results of the study show that the main influence on the relationship between the couple is relative weight. Women with different body types can have a happy relationship as long as they find a suitable partner. It is not necessary to be slim. Experts also pointed out that men are more capable in marriage, such as income, education, height or weight, which will make women feel more secure and both men and women will be happier.

Lab 7: Station Fire and My Map Interpretation

The Station Fire extended northwards and in uphill direction. When I researched from Wikipedia, I am shocked to know that the fire was the largest and deadliest of the California wildfires in 2009, burning 251 sq miles. The Station Fire burned on the slopes of Mount Wilson, threatening numerous television, radio and cellular telephone antennas on the summit, as well as the Mount Wilson Observatory. It started in the Angeles National Forest near the U.S. Forest Service ranger station on the Angeles Crest Highway. The blaze threatened 12,000 structures in the National Forest and the nearby communities of La Cañada Flintridge, Glendale, Acton, La Crescenta, Littlerock and Altadena, as well as the Sunland and Tujunga neighborhoods of the City of Los Angeles (Wikipedia).

My hypothesis for this incident is that fire tends to move towards uphill direction. As we can see from the temporal pattern from August 29 to September 2 on the map above, the fire expands its size from the lower to upper elevation. This can be proved by the hillshade which provides us a visualization of the slopes and aspects. One possible reason for the upward movement of the fire is that warm air and gas tend to rise. It is because they have lower density and thus less heavy. Besides lower density of warm air, the dry weather of California also facilitates extension of fire.  

In addition, the fire happened next to the network of highway. Thus, there might be a chance that a driver threw out his or her used cigarette from the car, which burned the nearby dry vegetation and caused the fire. Moreover, Relief work for the people who are suffered from the fire would be convenient. It is because there are lots of hospitals and freeways around the area. 

According to the map, I also indicate that the fire covered Angeles National Forest and some LA country parks. This implies that the fire damage lots of vegetations. Therefore, it caused tremendous environmental detriment. According to the U.S. Department of the Interior, "the secondary effects of wildfires, including erosion, landslides, introduction of invasive species, and changes in water quality, are often more disastrous than the fire itself." Lost vegetation and exposure of bare ground increase the risk of flooding and debris flow. "Sediment, burned debris, and chemicals affect water quality" (Suite101).

Furthermore, wildfires worsen air quality. When inhaled, smoke and ash can cause negative and lasting health effects, including lung disease. On the other hand, wildfires may have some environmental advantages. The Department of the Interior mentioned that "Many species depend on wildfires to improve habitat, recycle nutrients, and maintain diverse communities." However, the destructions related to the fire outweigh benefits. The chemicals used to battle fires are also perilous to natural world (Suite101).

Works Cited

2009 California Wildfires. Wikipedia. 1 November 2010. 25 November 2010.    <http://en.wikipedia.org/wiki/2009_California_wildfires>

Map Share. UCLA. 18 February 2009. 25 November 2010. <http://gis.ats.ucla.edu//Mapshare/Default.cfm>

Maps & GIS. Los Angeles County Department of Regional Planning. 2009. 25 November 2010. <http://planning.lacounty.gov>

Parent, Jason. “North American Wildfire-Causes and Prevention.” Suite101.com. 3 September 2009. 25 November 2010. <http://www.suite101.com/content/north-american-wildfires-causes-and-prevention-a144814#ixzz15lkuJoS3>

The National Map Seamless Server. USGS. 30 September 2010. 25 November 2010. <http://seamless.usgs.gov/website/seamless/viewer.htm>

Lab 5 Projections in ArcGIS



           Map projections are significant to portray the surface of the earth or a portion of the earth on a flat surface. There are three main types of projections, which are conformal, equal area, and equidistant. They are based on distortions of conformality, distance, direction, scale, and area. Distortions of these properties are minimized by specific map projections at the expense of making errors in other aspects. For instance, in conformal map projection, the scale of a map at any point on the map is the same in any direction. Meridians and parallels intersect at right angles. Shapes as perfect circles are preserved locally on conformal maps. In this assignment, I quote Mercator as an example of conformal maps. The Mercator projection has straight meridians and parallels, which intersect at right angles. Scale is true at the equator or at two standard parallels equidistant from the equator. The projection is often utilized for marine navigation because all straight lines on the map are lines of constant azimuth. Another example for conformal map projection is Stereographic. Stereographic projections are applied for navigation in Polar Regions. Directions are true from the center point.

             As for equal area map projection, a map portrays areas over the entire map so that all mapped areas have the same proportional relationship to the areas on the Earth that they represent. An example is Sinusoidal equal-area maps. They have straight parallels at right angles to a central meridian. Scale is true only on the central meridian and the parallels. The maps are often employed in countries with a larger north-south than east-west extent. Last but not least, equidistant maps are important for portraying distances from the center of the projection to other places on the map. For example, equidistant conic and equidistant cylindrical maps distort direction, area, and shape away from standard parallels. They are used for portrayals of areas near to the equator.

              One of the advantages and potentials of using map projections is that they are easy to be used. It is because the only way to get an exact duplication of the Earth is to project the globe from a three dimensional planet to a two dimensional plane. The two dimensional representation is easier to be carried around for the study of geographical information. Another potential of map projections is for commuting and traveling. We can easily collect crucial data to strengthen our understanding of the relationships between places on the Earth. For instance, equidistant conic projections preserve distances on the earth so they are useful for showing directions when commuting. This preservation assists travelers to estimate the resources they will need, such as traveling distance, gas, and time, to efficiently commute between two locations. Consequently, we can make good use of different map projections according to our specific researching purposes. For example, the equal-area Mollweide projections may help researchers to map the areas of urbanization because vicinity is preserved.

             However, map projections have pitfalls and perils. The basic problem inherent in any type of map projection is that it will result in some distortion of the ‘ground truth’ of the area being mapped. As we can see in the figure above, large objects in the projection are distorted in the Mercator projection, while Antarctica becomes a huge land mass covering almost half the map.There are four basic characteristics of a map that are distorted to some degree, depending on the projection used. These characteristics involve distance, direction, shape, and area. The only place on a map where there is no distortion is along the trace of the line that marks the intersection of our ‘paper’ with the surface of the earth. Any place on the map that does not lie along this line will suffer some distortion. Therefore, different map projections provide inconsistent information about distance, direction, shape, and area. Essentially, by looking at the Mercator projection, I measured that the distance between Washington D.C. and Kabul is around 10,000 miles while it is only around 5000 miles in the equidistant cylindrical projection.  The equidistant cylindrical projection is more reliable because it preserves distances between points on the earth, whereas the conformal Mercator does not preserve distances. Users may get confused if they do not understand the preserved properties of different map projections. Fortunately, depending on the type of projection used, at least one of the four characteristics can generally be preserved. As a result, we should remember to make sure that we are using the right map projection to collect geographical information. If we choose the wrong one, inaccurate data will be found, which will adversely affect our interpretation and analysis of the data. Therefore, we should identify the correct maps and understand their potentials and pitfalls before using them.

Lab 4 Introducing ArcMap

            

This was my first time to use ArcGIS, so I carefully followed every instruction from ArcGIS tutorial to prevent mistakes. In the beginning, I felt unfamiliar to use Arc catalogue to move files and export them. However, I had been able to copy the lab files correctly into my folder using Arc Catalogue. After a long process of trials and errors, I considered that the funniest part of this whole assignment was to see my final product, which increased my sense of satisfaction.  I was delighted about learning how to add and edit map elements, display and visualize attributes, manipulate fundamental spatial statistics and manual editing, and layout the map. These skills and knowledge are definitely valuable for my future to edit geographical data.

Through doing this assignment, I understand that ArcGIS consists of an optimized map service that allows us to produce high-performance dynamic maps. I noticed that map quality is good, and storage is efficient. Moreover, the software lets users easily share geographic content, such as maps, data, and layers. ArcMap data, such as a thumbnail, the extent, and spatial reference, is an easy-to-share package. Layer packages can be shared via e-mail or DVD or placed on network drives.

Geographic Information Systems (GIS) benefit organizations of almost every industry. There is a growing interest in and awareness of the economic and strategic value of GIS, in part because of more standards-based technology and greater awareness of the benefits demonstrated by GIS users. First, GIS save costs because of greater efficiency. For instance, they encourage labor savings from automating or improving a workflow.  An example of labor saving by GIS is Sears, which implemented GIS in its logistics operations and has seen dramatic improvements.  Sears considerably reduced the time it takes for dispatchers to create routes for their home delivery trucks by about 75%. Another potential of GIS is better decision making about location. Common examples are environmental conservation, natural resource extraction, zoning, planning, real estate site selection, route/corridor selection, etc. Next, GIS-based maps help understanding situations and story-telling. It improves communication between different teams, departments, disciplines, professional fields, organizations, and the public. Furthermore, the system provides better geographic information recordkeeping with full transaction support and reporting tools. Furthermore, GIS have become essential to understand what is going on in government and many large corporations, including briefings about various geographic patterns and relationships of land use, crime, the environment, and defense/security situations. Finally, GIS implemented as enterprise information systems.  The systems are transforming the way that organizations manage their assets, serve their customers, make decisions, and communicate. Examples in the private sector include forestry and oil companies, and most retail businesses. Their assets and resources are now being maintained as an enterprise information system to support day-to-day work management tasks and provide a broader context for assets and resource management.

On the other hand, geographic information systems have injustices in assessing environmental health and equity. They also expose disproportion of certain populations to environmental hazards. Unresolved issues in mapping environmental equity and health are due to a lack of comprehensive hazards databases, insufficient realistic methodologies for determining the geographic extent of exposure and the characteristics of the affected populations, and the paucity of health assessment data. Since a spatial frontier may be overlaid on areas where peripheries are not well defined, some animals may not be distinguished in these margins. Therefore, GIS map may not fully represent the invasion of an ecosystem successfully. Another pitfall of GIS is that terrorists could possibly use GIS to detect high risk areas, commit crimes, and harm specific locations. Therefore, GIS has both good and bad sides. One should apply the systems carefully.

Lab 3: Create my own map =) Fun Eastern Washington Road Trip

View Fun Eastern Washington Road Trip in a larger map

      As for the potential of neogeography, online interactive maps assists to extend information rapidly and straightforwardly. User-created maps are well-organized methods of assigning important information to people who dislike a paper maps. Moreover, neogeography lets us share our individual analysis of the same geographical area. The individualized maps also add a social understanding of the vicinity. However, this extensive data source holds some risks according to how the data is explained and applied. 

      Because these types of maps can be edited with no trouble and they look proficient, they may endow with misinformation. People would be misinformed into trusting the wrong data. Furthermore, the fact that the advanced programming does all of the thinking for the users may lead to a dilapidation in users’ investigative skills. Another drawback of neogeography is a threat to privacy and security. Neogeography allows for an exchange of personal information among the crowd, such as sexual orientation and political alliance. This implies that people can be targeted for crimes. Last but not least, if we over-rely on online maps, we may get lost if the area does not have internet access on the way of our trips. Therefore, paper maps are still worthwhile and reliable to be used in addition to google or yahoo maps. 

Lab 2 Interesting map reading

1.      What is the name of the quadrangle?

Beverly Hills quadrangle.

2.      What are the names of the adjacent quadrangles?

1. Canoga Park

2. Van Nuys

3. Burbank

4. Topanga

5. Hollywood

7. Venice

8. Inglewood

3.      When was the quadrangle first created?

Year of 1966

4.      What datum was used to create your map?

2 horizontal datum: North American Datum of 1927 and 1983

1 vertical datum: National Geodetic vertical datum of 1929

5. What is the scale of the map?

 R.F. = 1:24000

6. At the above scale, answer the following:

a) 5 centimeters on the map is equivalent to how many meters on the ground?

1/24000 = map/ground

 1/24000 = 5cm/ground

Ground= 5*24000cm

             = 120000cm

             = 1200m  

b) 5 inches on the map is equivalent to how many miles on the ground?

1/24000= 5inches/ ground

Ground = 5*24000 inches

             = 120000inches

             = 1.8939 miles

c) one mile on the ground is equivalent to how many inches on the map?

1/24000= map/ 1mile

Map=1/ 24000 miles

       = (63360inches /1mile) * (1mile/ 24000)

       = 63360/ 24000 inches

       = 2.64 inches

d) three kilometers on the ground is equivalent to how many centimeters on the map?

1/24000= map/ 3km

Map= 3/24000 km

        = (100000cm/1km)*(3km/24000)

        = 12.5 cm

7. What is the contour interval on your map?

 20 feet

8. What are the approximate geographic coordinates in both degrees/minutes/seconds and decimal degrees of:

a) the Public Affairs Building;

Longitude (P.A.)= 118.30’-x

Distance( left- right)/Distance(left-P.A.)= 7.5’/x = 70cm/33cm

x= 3.54’

118.30’- 3.54’= 118.26.46’  

0.46’=60”*0.46=27.6”

Therefore, the longitude is 118. 26’28”

Decimal degree:

 26minutes*60seconds= 1560 sec

1560 + 28= 1588 sec

1588/3600 sec=.441 degree

Therefore, the longitude is 118.441 degree

Latitude (P.A.)= 34.07’30”-x

Distance( up- down)/Distance( up-P.A.)= 7.5’/x = 28.7cm/ 11.7cm

X= 2.45’

34.07’30”- 2.45’= 34.4.55’30”  

0.55’=60”*0.55=33”

34.04’63”=34.05’03”

Therefore, the latitude is 34.05’03”

Decimal degree:

5 minutes*60seconds= 300 sec

300 + 3= 303 sec

303/3600 sec=.0841 degree

Therefore, the latitude is 34.084 degree

b) the tip of Santa Monica pier;

Longitude= 118.29’52” (118.498 degree)

Latitude= 34.00’31” (34.009 degree)

c) the Upper Franklin Canyon Reservoir;

Longitude= 118.24’39”  (118.411 degree)

Latitude= 34.07’12” (34.12 degree)

9. What is the approximate elevation in both feet and meters of:

a) Greystone Mansion (in Greystone Park);

600feet- 20feet = 580 feet

580 feet = 176. 784 meters

b) Woodlawn Cemetery;

140 feet

42.672 meters

c) Crestwood Hills Park;

Around 630 feet

192.024 meters

10. What is the UTM zone of the map?

Zone 11.

11. What are the UTM coordinates for the lower left corner of your map?

361.5 Easting and 3763 Northing

12. How many square meters are contained within each cell (square) of the UTM gridlines?

1000*1000m= 1000000 square meters

13. Obtain elevation measurements, from west to east along the UTM northing 3771000, where the eastings of the UTM grid intersect the northing. Create an elevation profile using these measurements in Excel (hint: create a line chart). Figure out how to label the elevation values to the two measurements on campus. Insert your elevation profile as a graphic in your blog.

14. What is the magnetic declination of the map?

14 degree

15. In which direction does water flow in the intermittent stream between the 405 freeway and Stone Canyon Reservoir?

Water flows from north to south.

16. Crop out (i.e., cut and paste) UCLA from the map and include it as a graphic on your blog.

Lab 1 Where I live in my life =)

This assignment will be finding three interesting maps and writing one paragraph about each map. I also need to identify the source of the maps, describe the maps, and discuss what I find interesting about the maps. Therefore, I found 3 maps online, which are closely relating to my life.

Map 1

Source: California City Poputlation Map, Californiamaps.us. Accessible at http://www.californiamaps.us/California-Major-City-Map.html 10:45am, Oct 1st, 2010

   This map is about California population. Most people live in San Francisco, Los Angeles, and San diego. This illustrates that these are major areas in CA. The map implies that CA's five largest cities are Los Angeles, San Diego, San Jose, San Francisco, and Long Beach, and its capital is Sacramento. 


   I found this map interesting because I am now living in LA, which is one of the largest cities in CA. I learn more about population growth in CA. California's population growth includes natural increase and international immigration. A high population density may create the problems of traffic congestion, pollution, and crimes. However, more people bring more transactions and financial activities. I enjoy living in LA now, but traffic jam here is really serious.



Map 2

Souce: Washingington Road Map, Geology.com. Accessible at http://geology.com/cities-map/washington.shtml  11:47am, Oct 1st, 2010


   This map is about roads in Washington state (WA). As we can see from the map, Washington's North-South interstates include Interstate 5 and Interstate 205, while its East-West interstates are Interstate 90 and Interstate 82. Moreover, Route 2, Route 12, Route 97, Route 101, Route 195 and Route 395 are US Highways and State Routes in Washington. Cities with populations over 10,000 are Aberdeen, Anacortes, Auburn, Bellevue, Bellingham, Bremerton, Burien, Camas, Centralia, Kennewick, Des Moines, Edmonds, Ellensburg, Everett, Federal Way, Issaquah, Kelso, Kent, Lacey, Lakewood, Longview, Marysville, Moses Lake, Mount Vernon, Mountlake Terrace, Mukilteo, Oak Harbor, Pasco, Port Angeles, Pullman, Redmond, Renton, Richland, Seattle, Shoreline, Spokane, Sunnyside, Tacoma, University Place, Vancouver, Walla Walla, Wenatchee and Yakima.


    I like this map because it shows all the cities' names and boundaries in WA. I lived in there for 2 years, and I stayed mainly at Bellevue and Seattle. I can calculate the land area of WA from this map, which equals to around 66,544 square miles.Many people may misunderstand that Seattle is Washington's capital, but Olympia is truly the capital of the state. Because of the rainy weather in WA which facilitates plants' growth, WA's nickname is  Evergreen State.

Map 3

Souce: Overview of Tropical Cyclones in August 2010, Hong Kong Observatory. Accessible at http://www.weather.gov.hk/informtc/tc2010/tc1008.htm 12:05 pm, Oct 1st, 2010


     This map is about tropical cyclones around Hong Kong. Amongst the five cyclones, Lionrock necessitated the issuance of tropical cyclone warning signals in Hong Kong. According to the map, Lionrock formed as a tropical depression over the northern part of the South China Sea about 600 km south-southeast of Hong Kong on 28 August and moved northwestwards. It intensified into a tropical storm the next day and turned to the north.

Being a Hong Kong citizen, I feel that one of HK's specialities is having typhoons.Therefore, this map is interesting to me. When  I saw this map, I  got more familiar with  five tropical cyclones formed over the western North Pacific and South China Sea in August 2010. Furthermore, it indicates clearly about the longitude and lattitude of the cyclones. Therefore, this map is a very useful tool to show me the locations of the cyclones.      I was spending my summer vacation in HK during that time. It is usually hot and humid during summer in the city. Honestly, I do not enjoy rainstorms.  The issuance of tropical cyclone warning signals caused by Lionrock prohibited me from joining outdoor activities with my friends. As a result, I just stayed at home and did nothing.