Podcast
Questions and Answers
- .
- . (correct)
- .
- .
______ .
______ .
(SI) :
(SI) :
=
A b A=ab A SI
A b A=ab A SI
A b c
A b c
_____ .
_____ .
_____ _____ .
_____ _____ .
Cm / cm /
Cm / cm /
325 1/75
325 1/75
5 ______ .
5 ______ .
Flashcards
فیزیک چیست؟
فیزیک چیست؟
مطالعهٔ موجودات زنده و غیرزنده
علم
علم
گردآوری و سازماندهی معلومات
فناوری
فناوری
به کار بردن دانش برای اهداف عملی
اندازه گیری
اندازه گیری
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کمیتهای اصلی
کمیتهای اصلی
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کمیتهای فرعی
کمیتهای فرعی
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کمیت های نرده ای
کمیت های نرده ای
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کمیت های برداری
کمیت های برداری
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متر (m)
متر (m)
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کیلوگرم (kg)
کیلوگرم (kg)
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ثانیه (s)
ثانیه (s)
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دکا (da)
دکا (da)
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دسی (d)
دسی (d)
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نمادگذاری علمی
نمادگذاری علمی
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تبدیل زنجیره ای
تبدیل زنجیره ای
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دقت و درستی
دقت و درستی
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دقت اندازه گیری
دقت اندازه گیری
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اعداد بامعنی
اعداد بامعنی
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تخمین مرتبه بزرگی
تخمین مرتبه بزرگی
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کولیس
کولیس
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ریزسنج
ریزسنج
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چگالی چیست؟
چگالی چیست؟
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آلیاژ
آلیاژ
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Study Notes
- The OCR text is notes about physics and measurements.
- The notes include sections about the nature of physics as a science, measurement, units, and related subjects.
Physics: The Basic Science
- Physics encompasses the study of both living and non-living things
- Biology includes zoology and botany
- Physics is fundamental, covering the basic aspects of nature like motion, forces, energy, matter, heat, sound, and light
- Chemistry studies atoms and their combinations into molecules
- Biology relies on chemistry, which in turn relies on physics, establishing physics as the most fundamental science
Science and Technology
- Science gathers and organizes information, while technology applies this knowledge for practical purposes and provides tools for further exploration
- Technology can be both beneficial and harmful e.g. extraction and burning of fossil fuels for energy
- Assigning blame for problems like pollution to technology is unreasonable, it's how humans use it that matters
Importance of Measurement
- Measurement is essential for scientific understanding
- Kelvin emphasized that quantifying something is key to understanding it
Physical Quantities
- Physical quantities are used to study physical phenomena quantitatively
- Fundamental quantities can be measured directly e.g. time, length, and mass
- Derived quantities are measured indirectly, using relationships between quantities e.g. speed
Scalar and Vector Quantities
- Scalar quantities are fully defined by a number and a unit e.g. mass, time, and volume
- Vector quantities require both a magnitude and a direction for complete specification e.g. displacement, velocity, acceleration, and force
International System of Units (SI)
- The SI system provides a standard for measurements, ensuring global consistency
- It is also known as the modern metric system
- SI units facilitate communication and trade
- It defines specific quantities as base units and derives others from them
SI Base Units
- Length - meter (m)
- Mass - kilogram (kg)
- Time - second (s)
- Electric Current - Ampere (A)
- Temperature - Kelvin (K)
- Amount of Substance - mole (mol)
- Luminous Intensity - candela (cd)
Standards of Length, Mass and Time
- Meter is defined as the distance light travels in a specific fraction of a second
- Kilogram is the SI unit of mass, based on a platinum-iridium cylinder
- Second is the SI unit of time
Applying Measurement
- Use appropriate units according to the length
- For large distances use kilometers, for small e.g. millimeters
- Converting between units is a common task
- Older units include ' ذرع' and ' فرسنگ'
Errors and Precision in Measurement
- Measurements always have inherent errors
- Using precise instruments and methods can minimize error, but not eliminate it
- Precision is limited by the instrument's scale division
- Digital instruments has error equal to one unit of the last digit
Significant Figures
- Record numbers with appropriate level of significance
- Include a best guess in the report
- In multiplication and division the number of significant figures is equal to number of significant figures in least precisely known value
Scientific Notation
- An easy way to represent very large numbers
- Easily move decimal to where you want and multiply the remaining digits by an exponent
- Example
- 300000 can be written as 3x10^5
Changing Units
- Converting a unit into the unit we desire
- This can be done using using chain conversion
- Example
- 1/min equals 60 seconds
- 5min can be expressed with this conversion 5min=300sec
Other notes
- One liter equals one cubic decimeter
- Newton's second law equation F=am helps in figuring out relationships between quantities
Density
- Density is mass per unit volume, denoted by ρ
- Formula for density: ρ = m/V
- Units for Density is kg/m3
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