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    Look closely at the pictures

    on this page. What do these

    buildings have in common? Iyou said they all had domes

    then you are correct! A dome

    is a type o a roo structure that

    looks like a hal o a sphere.

    People have been building

    domes or thousands and

    thousands o years. Think o

    the igloos built by the Inuitpeople, and the wigwams

    built by the Ojibwa. They, too, are domed structures.

    Domed buildings are everywhere. They can be churches,

    mosques, synagogues, sports arenas, government

    buildings or dwellings. Perhaps you walk past a domed

    building every day and never noticed it beore!

    One o the most amous domed structures in the

    world is located at the Epcot Center at Disney

    World in Orlando, Florida. This dome is called

    Spaceship Earth. Perhaps you have visited it!

    Spaceship Earth is a geodesic dome. A geodesic dome

    is a dome made rom interlocking triangles. It was

    invented by Buckminster Fuller in the 1940s. Geodesic

    domes are extremely strong structures. There are many

    buildings in the

    United States,

    including houses,

    which use this type

    o construction.

    Domes: The Roofs of the Age1

    Capitol Building

    1) dome2) geodesic dome

    3) arch

    4) compression

    5) tension

    6) gravity

    7) normal force

    vocAbuLAR

    y

    Would you like to live ina geodesic dome? Explainwhy or why not.

    thinkin

    sidethebox

    Native American Wigwam

    CONT

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    I people have been building domes or so long

    then there must be some reason or it. Think or

    a moment. What are the advantages o a domedstructure over a structure with an angled roo?

    Perhaps this picture o the interior o an igloo

    will help. Look at all o the space that is available

    inside o the igloo. Because the structure

    is domed, there is no need or columns or

    pillars to support the roo. No interior columns

    equals more room or all o your stu!

    The Ancient Romans Strike Again!Beore the Romans, all buildings in the ancient

    world were rectangular or square-shaped. Look

    at the picture o the ancient Greek temple called

    the Parthenon. This structure has 46 outer pillarsand 23 inner pillars. The majestic pillars that are

    associated with Greek architecture were not there

    to just look pretty. The pillars o the Parthenon

    were there to hold up, or support the heavy

    marble roo that used to be on the top o this

    massive structure.

    Enter the Romans! In 100 CE, ancient Roman

    builders fgured out that i they rotated an arch 360

    Domes: The Roofs of the Age2

    The Climatron GreenhouseMissouri Botanical Garden

    Interior o Igloo

    The Parthenon 500 BCE

    Pantheon 2nd century CE

    CONT

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    degrees that it created a super strong three-

    dimensional shape called a dome. An arch is

    a curved, weight-bearing structure that spansan open space.

    By the time the second century rolled

    around, the Romans had built a massive

    domed temple called the Pantheon. The

    Pantheon, which is nearly 2,000 years old, still

    stands today! In act, the Pantheon has the

    worlds largest unreinorced concrete dome.

    Whats Keeping thatDome from Crashing?Hang on a minute! I a dome, like the one in the Pantheon, is unsupported by columns,

    then what on earth is keeping it rom tumbling down? Dont panic! The unseen orces o

    nature are holding all o that concrete in place.

    Although you cant seem them, the normal orce, along with the

    orces o gravity, compression, and tension, are acting against

    one another to hold the Pantheon, and most domes in place.

    Compression orces are two orces which act on one object

    by moving in opposite directions toward each other. Imagine

    pressing or pushing the palms o your hands together. This is the

    compression orce.Tension orces are two orces which act on one object by moving

    in opposite directions away rom each other. Imagine clasping

    the curled fngertips o both o your hands together and pulling.

    This is the tension orce.

    The orce ogravity pushes downward on an object. And the

    normal force pushes in the opposite direction, upward.

    Domes: The Roofs of the Age3

    Compression

    TensionGravity

    Normal Force

    Arch

    Pantheon 2nd century CE

    CONT

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    Types of DomesThere are hundreds, even thousands odomed structures all over the world. There

    are onion domes, geodesic domes, oval and

    saucer domes, sail domes, and umbrella

    domes. There are ancient domes as well as

    contemporary domes. No matter their type

    or age, all domes rely on the same natural

    orces to keep them in place, and provide

    expansive and unobstructed space.

    Domes: The Roofs of the Age4

    St. Basils Church, Moscow St. Alexander NevskyCathedral, Sofa, Bulgaria

    Chinese Rotunda, Penn Museum

    Interior o the Pantheon

    CONT

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    The Chinese Rotunda at the Penn Museum

    is a large unsupported masonry dome. That

    means there are no steel or supportingtrusses within the dome to hold it up.

    The weight o the dome is carried by the

    eight arches that encircle the rotunda,

    and by the natural orces o compression,

    tension, gravity, and the normal orce.

    The design o the Museums dome

    was based on the design o a much

    older and larger dome called thePantheon, an ancient Roman temple.

    Look careully at the apex o both o these

    domes. The apexis the highest point o the

    dome. The opening located at the apex is

    called an oculus. Oculus means eye in Latin.

    The oculus is not only a way to bring

    light into a domed structure, but it

    also lightens the weight o the roo.

    Math of Dome1

    Above, the ChineseRotunda at the PennMuseum. Left, interiorof the Pantheon.

    1) apex2) oculus

    3) diameter

    4) radius

    5) circumference

    6) area

    vocAbuLARy

    CONTENT & ACTIV

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    Diameter, Radius, Circumference,

    and Area of CirclesDiameter, radius, circumerence and area are dierent ways in

    which to measure circles. I you know one o these measurements,

    then you can fgure out the others.

    The diameter is the distance across a circle through its center

    point. I you know the diameter o a circle, then you can calculate

    the radius, the circumerence, and the area o a circle.

    The radius o a circle is the distance rom its center to any point

    along its edge. Its easy to fnd the center o the Chinese Rotunda.

    Just look or the 49-pound crystal ball!

    The circumference o a circle is the distance around it. It is the

    circles perimeter.

    The area o a circle is the number o square units it would take to

    fll the circle.

    Famous Domesof the WorldLook at the chart on the next page. It

    has a list o eight o the worlds most

    amous domes and inormation abouttheir size. Use the correct ormulas or

    fnding diameter, radius, circumerence

    and area to calculate the missing

    measurements.

    Math of Dome2

    area

    radius

    circumf

    erence

    Dome of the Capitol Building.

    Remember. . .Pi equals 3.14!

    diameter

    a = r2d = 2 rc = rr = d/2

    formulas

    CONTENT & ACTIV

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    Math of Dome3

    Dome Diameter Radius Circumference Area

    Chinese Rotunda 90 eet 45 eet 282.6 eet

    The Pantheon 71 eet 445.88 eet 15828.74 sq. eet

    Astrodome 710 eet 355 eet 395718.5 sq. eet

    Georgia Dome 420 eet 2637.6 eet 553,896 sq. eet

    Hagia Sophia 102 eet 8167.14 sq. eet

    U.S. Capitol 96 eet 48 eet 7234.56 sq. eet

    Mihrimah Mosque 33 eet 207.24 eet 3419.46 sq. eet

    St. Peters Basilica 138 eet 69 eet 433.32 eet

    CONTENT & ACTIV

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    Math of Domes - Answer Ke4

    Dome Diameter Radius Circumference Area

    Chinese Rotunda 90 eet 45 eet 282.6 eet 6358.5 sq. eet

    The Pantheon 142 eet 71 eet 445.88 eet 15828.74 sq. eet

    Astrodome 710 eet 355 eet 2229.4 eet 395718.5 sq. eet

    Georgia Dome 840 eet 420 eet 2637.6 eet 553,896 sq. eet

    Hagia Sophia 102 eet 51 eet 320.28 eet 8167.14 sq. eet

    U.S. Capitol 96 eet 48 eet 301.44 eet 7234.56 sq. eet

    Mihrimah Mosque 66 eet 33 eet 207.24 eet 3419.46 sq. eet

    St. Peters Basilica 138 eet 69 eet 433.32 eet 14949.54 sq. eet

    CONTENT & ACTIV

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    The Most Famous Caterpillars in the Worl1

    The photograph to the let is o a painting

    that hangs in the Chinese Rotunda at the

    Penn Museum. It is made o thousands o silkthreads that are woven together to create a

    canvas on which an artist has painted.

    This painting is called Emperor Minghuangs

    Journey to Shu. It is over 500 years old and tells

    the story o the Emperors great love or Lady

    Yang. The painting is really big, about six eet

    high by our eet wide. But its size and age are

    not the most amazing things about it. Incredibly,this painting was made by caterpillars!

    Okay, caterpillars didnt actually paint

    the picture itsel, but they did supply the

    raw material rom which this painting is

    made. That raw material is silk. Silk is a

    strand o ber, produced by moth caterpillars, that is woven into textiles.

    Textiles are abrics that are used to produce clothing and other goods.

    Moth, InterruptedMoths and butterfies undergo a our-step process o

    development.

    First: The adult moth lays eggs.

    Second:The eggs hatch and the larva, or caterpillar emerges.

    Third: The caterpillar pupates, or spins a cocoon, also called

    a chrysalis.

    Fourth: The adult moth emerges rom the cocoon.

    But things are a bit dierent or Bombyx mori. Thats the ocial name o the silk moth. The

    Bombyx mori is the blind and fightless moth that is used in sericulture. Sericulture is the

    cultivation o silkworms or the production o silk.

    1) silk

    2) textiles

    3) sericulturevoc

    AbuLARy

    CONTE

    Emperor Minghuangs Journey to Shu

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    The Most Famous Caterpillars in the Worl2

    The Stages of Silk Production

    The silk mothlays eggs, about300 at a time.

    The silk caterpillarcompletely encasesitsel in a silk cocoonmade o a singlelament, which is onemile in length.

    About 8 othese individualilaments arewound togetherto make a singlethread o silk.

    1

    8

    14

    The eggshatch and thecaterpillarsemerge.

    The liquid solidiiesas it hits the air.

    Ater three days,the silk caterpillarpupates.

    The ilamentis unwoundonto a spool.

    The caterpillarsare ed mulberryleaves.

    The caterpillaruses this liquidto begin to spina cocoon o silkaround itsel.

    The silk cocoonsare stored in awarm, dry place.

    The cocoonsare placed inwarm waterto loosen theilament.

    Ater 25 days omunching, theyare 10,000 timesheavier than whenthey irst hatched.

    The caterpillarorces the liquidsilk out o twoopenings inits head calledspinnerets.

    Ater 8 days, thecocoons are eithersteamed or bakedto kill the wormsinside o thecocoons.

    2

    7

    9

    13

    3

    6

    10

    12

    4

    5

    11

    Silk Worm

    Moth

    Chrysalis

    CONTE

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    The Most Famous Caterpillars in the Worl3

    Shhh. . .Dont Tell Anyone!Silk production is complex and labor intensive. Theancient Chinese were the rst people to learn how to

    cultivate the Bombyx mori in order to produce silk.

    There is evidence to suggest that the ancient Chinese

    produced silk or over 7,000 years beore anyone else

    gured out how to do it!

    The Chinese kept the science o sericulture a secret

    or centuries, and silk became one o the most sought

    ater and traded materials in the ancient world. In act,the Silk Road, one o the oldest trade routes in the

    world, was named or this highly prized abric. The

    production and trade o silk helped to create many

    powerul and infuential dynasties in ancient China.

    Silk Road

    It takes 2,500cocoons to produce1 pound of silk!

    didyouknow?

    CONT