1 / 60

Unit 1: Introduction to Chemistry

Unit 1: Introduction to Chemistry. This alchemist is searching for the Philosopher’s Stone. He should’ve just asked Dumbledore. This modern chemist was playing Solitaire but quickly Alt-Tabbed out as the picture was snapped. Safety. There are two things wrong with this picture. What are they?

melita
Télécharger la présentation

Unit 1: Introduction to Chemistry

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.

E N D

Presentation Transcript


  1. Unit 1: Introduction to Chemistry This alchemist is searching for the Philosopher’s Stone. He should’ve just asked Dumbledore. This modern chemist was playing Solitaire but quickly Alt-Tabbed out as the picture was snapped.

  2. Safety • There are two things wrong with this picture. What are they? • 1) There is an uncontrolled flame. • 2) Where are Beaker’s goggles?

  3. Safety II • Since we do not want to pull a Beaker, let us visit our Safety Rules for the classroom. • Follow these, or else. • “Or else what?” You ask…are you sure you want to know?

  4. Or else you’ll be like this… • http://www.youtube.com/watch?v=V-fNpaOX0-g • I don’t want you to be like that. • You don’t want to be like that. • So let’s just avoid that altogether, okay?

  5. Course Syllabus • Here it is

  6. Unit 1 Objectives • It is important to work safely and efficiently in the laboratory. • Quantitative data is best organized in tabular or graphical form. • The scientific method is used in problem solving. • Chemistry is a physical science which deals with the structure of matter. • The states of matter are distinguished by their molecular structure. • Matter and energy are related. • Physical and chemical properties are useful to the chemist. • The Laws of Conservation explain many chemical concepts. • Significant figures are used to analyze the accuracy of measurements. • The magnitude of a number is best illustrated with scientific notation. • Dimensional analysis is a logical approach to problem solving. • Density is an intensive physical property. • Heat and temperature are related. • The SI system is the “scientific” system of measurement.

  7. Essential Questions • How do scientists obtain and record consistent data? • Could the scientific method be used to solve any problem? • What are the distinctions between matter and energy? • Guiding Questions: • What are safe laboratory procedures? • What is the role of observation in science? • How is chemistry defined? • Why are chemical and physical properties important? • What is correct scientific notation? • When is a number significant, but not important and when is it important, but not significant? • How are significant figures used in calculations? • What is the difference between accuracy and precision and how are they measured? • How is quantitative data analyzed? • How does the SI system of measurement compare to the English system of measurement? • Why is dimensional analysis used in problem solving? • Why is density important? • How are heat and temperature related? • Where did the energy go? • Define what a system is and determine if things are or are not systems.

  8. Your Take • What would you like to add? • Covalent Bonds P1 • Why are modern electronics so expensive? P1 • How blimps fly? P1 • What are “rings” around an atom in pictures for? P1 • How do fireworks come in different colors? P1 • How does an atom split in nuclear bombs? P1 • How are new elements discovered? P4 • How do you make gunpowder? P4 • How does nuclear energy work? P4 • What makes something radioactive? P4 • Why is there radioactive potassium in bananas? P4 • Why are aerosol cans flammable? P4 • Why is powdered milk flammable? P4 • How are plastics made? P6 • What elements can stars fuse? P6 • Do black holes and chemistry have anything in common? P6 • Where do element abbreviations come from? P6 • How do you make glass? P6 • Why does gatorade contain flammable materials? P6 • How does technology detect individual elements? P7 • Why do scientists not turn less useful elements into useful elements? P7 • Why are they called “noble” gases? P7 • How many elements are in the human body? P7 • How are new colors created? P7

  9. Castagno Chemistry Challenge • Rules: • 1) Other than those able to respond, keep quiet or risk class disqualification • 2) Each student must answer 1x first • 3) Each desk then responds in order • 4) Challenge ends when a student or desk cannot respond. • 1st – 2pts, 2nd – 1pt, 3rd – 0pts, 4th – 0pts • Questions?

  10. The Challenge • Name as many elements as possible.

  11. What Is Chemistry? • Biological science studies life • Physical science studies non-life • Chemistry bridges the gap

  12. Minded the Gap • How does sugar bridge the gap? • Sugar is not a living substance. • However, when utilized, provides the energy for us to live.

  13. Matter What is mind? No matter. What is matter? Nevermind! • It is VERY important, Homer. • This is what chemists study. • But what IS it? • For us, matter is “anything that has mass and takes up space.” • So what is everything else?

  14. Everything Else • Energy! • Let’s just say “light and heat” • Neither have mass • Neither have volume • But what if something is neither matter nor energy?

  15. That Empty Feeling • For all intents and purposes: nothing. • Though to Laurence Krauss nothing = everything! • For us, though, we will see how most of our being (and therefore everything) is empty.

  16. Time to study, but where? • In your groups, determine what type of chemist would study the following: • 1) DNA • 2) “blueberries” • 3) cis-2-butene • 4) Zeolites • 5) C13 NMR • 6) Phase change • 7) Room-temperature Superconductors • 8) Contaminants

  17. Branches of the Chemistree Biochemistry Analytical Physical Inorganic Theoretical Environmental Organic Astrochemistry Move On

  18. Organic • The largest branch of chemistry • Study carbon containing compounds • Right of passage for collegiate chemistry Back

  19. Inorganic • Not the opposite of organic • Carbon can be, and often is, present • Grubb’s Catalyst (2005 Nobel Prize Winner) contains 43 carbon atoms out of 120 atoms (35.8%) • Also include silicones among many others Back

  20. Analytical • Identification and quantification of substances • Range from high to low tech techniques Back

  21. Biochemistry • Studies substances in biological systems • Clearly overlaps organic chemistry as we are all CARBON-based lifeforms Back

  22. Physical • Looks at chemical behavior from a physics point of view • Thermochemistry (heat and energy) • Intermolecular forces Back

  23. Theoretical • Like any theoretical branch of science, it is attempting to explain observed phenomena. Back

  24. Environmental • Study of how chemicals and biological materials react naturally • “Green Chemistry” is an attempt to reduce pollution at the source. Back

  25. Astrochemistry • Study of chemistry…just in space. Back

  26. Discovery • Sometimes happens by chance • I’m looking at YOU, Columbus! • Benzodiazepine (therapeutic drugs, Valium) were forgotten for over a year and then almost THROWN AWAY before a sample was retested. • Made Hoffman-La Roche MILLIONS of dollars • But typically the result of a well developed process

  27. The Scientific Method • The logical problem solving approach • But what is the order? • If you do not remember the exact word, you can describe the step.

  28. Observation • The most important tool in any scientist’s arsenal. • Obtain qualitative (descriptive) and quantitative (numerical) data.

  29. Hypothesize • It is impossible to develop an experiment without having something to test. • The testable statement is the hypothesis • Generalization of your observed data

  30. Testing (Experimentation) • An attempt to validate the hypothesis • Conditions may be constant (control) • Or changing (variable)

  31. Analysis of Data • ALL data is important • It can relate directly to your experiment • It can lead you down a new path of discovery • Properly organized using tables, charts, graphs, calculations.

  32. Conclusion • This is when you attempt to explain results • Model: an explanation to how the observed phenomena occurs (Atomic Model) • Theory: a broad generalization that explains a body of facts (Evolution)

  33. Measurements • In the course of obtaining data, often times different tools are used and different numbers are recorded. • This is expected and not a sign of making mistakes. • However, for clarity and consistency, we may need to make adjustments.

  34. Taking Measurements • Have you ever heard that “a human’s wingspan is equal to their height?” • Can be seen in Da Vinci’s “Vitruvian Man”

  35. Let’s Test It • At each table, measure the wingspan and height in using meters (cm and mm too) • Find the ratio – height / wingspan • Place your results on the board. • Is Da Vinci correct?

  36. Scientific Notation • When numbers obtained are REALLY big or REALLY small, there are a lot of digits: • The Spaces added within the number are for clarification • Avogadro’s Number (amount) • 602 214 179 000 000 000 000 000 • Mass of the electron (kg) • 0.000 000 000 000 000 000 000 000 000 000 9109

  37. Scientific Notation II • The purpose of scientific notation is to shorten the number by eliminating as many zeros as possible. • Avogadro’s Number (amount) • 6.02214179 x 1023 • Mass of the electron (kg) • 9.109 x 10-31

  38. Scientific Notation III • Before some example demonstrations • Note the following • 1) Values greater than 1 have a positive exponent • 2) Decimal values (between 1 and 0) have a negative exponent • 3) The value of the exponent represents the number of places the decimal moved

  39. Significant Figures • Add the following • 2.105 • 103.3 • 42.94 • 1.3013 • What do you get?

  40. Significant Figures II • Did you get 149.6463? • Is that correct? • Are you sure? • Did your calculator tell you? • Remember your calculator is only going to do what you TELL it to, not what you WANT it to do. • Are you still sure?

  41. Significant Figures III • What about now 1.3013 2.105 42.94 103.3 • Notice anything? • Still think it is 149.6463?

  42. Significant Figures IV • Here is the big problem 1.3013 2.105 42.94 103.3 149.6463 • Do you know what these #s are?

  43. Significant Figures V • We CANNOT say those ?s are 0. • There is a 1 in 10 chance each ? is a 0 • which means (1/10)^6 or a • 1 in a MILLION chance the answer is 149.6463! 1.3013 2.105 42.94 103.3 149.6463 • So what IS the answer?

  44. Significant Figures VI • We can only say for sure each number to their 1st decimal (tenths) place. • Therefore, our answer must reflect that 1.3013 2.105 42.94 103.3 149.6463 • So the answer is – 149.6

  45. Accuracy and Precision • Accuracy • “closeness of a measurement to an accepted value” • In other words, how close to the target or goal are you? • Precision • “closeness of a set a measurements” • We’re going to need an example

  46. Our Target • In order to compare the accuracy of the upcoming event, we need to base the determination on Calvin’s location. • To gauge the precision, we need to look at the location of the various projectiles.

  47. “Measurement” • What can I say? Science is messy sometimes.

  48. Accurate or Precise? • Accuracy: Certainly so as Calvin got hit numerous times. • Precise: the snowballs are in a close location to other snowballs.

  49. Accuracy and Precision II • Both A & P – close to goal and self • A, not P – ‘close’ to goal, not self • P, not A – close to self, not goal • Neither A nor P – Not close to self nor goal • How accurate, precise, or neither are you?

  50. SI System • Our Standard system of measurement includes numerous oddities: • 1 gal = 4 qt = 16 cups = 256 tbsp = 768 tsp • The SI System, once mastered, is much easier to use if you know how to move a decimal!

More Related