Nazwan Hafiz Firdaus

Biodata

Nama saya adalah Nazwan Hafiz Firdaus sebagai mahasiswa Teknik Mesin FTUI 2021 dengan NPM 2106727891.

Tugas Kinematika

Kinematika adalah bagian ilmu fisika yang mempelajari gerakan-gerakan benda tanpa memperhatikan penyebab gerak

Chat GPT Manometer

Ask :

What is Manometer? Answer

A manometer is a device used for measuring pressure, typically of gases and liquids. It consists of a tube that is open at both ends and filled with a liquid, such as water or mercury. The tube is usually bent into a U-shape, with one end connected to the system whose pressure is to be measured, and the other end open to the atmosphere.

When pressure is applied to the system, it causes the liquid in the tube to move, with the height difference between the two sides of the U-tube proportional to the pressure difference. The pressure can be read from a scale marked on the tube, which typically indicates the pressure in units such as pascals, pounds per square inch (psi), or millimeters of mercury (mmHg).

Manometers come in different types, including simple manometers, differential manometers, and inclined manometers, each with their own applications and advantages. They are commonly used in various fields, such as fluid mechanics, engineering, and medical applications.

Ask :

how manometer works and what is the equality behind that? Answer :

Manometers work based on the principle of hydrostatics, which states that the pressure at any point in a fluid at rest is equal to the weight of the fluid column above that point. The basic operation of a manometer can be explained as follows:

A U-shaped tube is partially filled with a liquid, such as water or mercury. The two ends of the U-tube are open to the atmosphere, with one end connected to the system whose pressure is to be measured. When pressure is applied to the system, it causes the liquid in the tube to move, with the height difference between the two sides of the U-tube proportional to the pressure difference. The pressure can be read from a scale marked on the tube, which typically indicates the pressure in units such as pascals, pounds per square inch (psi), or millimeters of mercury (mmHg). The principle of hydrostatics can be expressed mathematically as:

P = ρgh

where P is the pressure at a point in a fluid, ρ is the density of the fluid, g is the acceleration due to gravity, and h is the height of the fluid column above the point.

In a manometer, the pressure in the system being measured is balanced by the weight of the liquid column in the U-tube, which is proportional to the height difference between the two sides of the tube. Thus, the pressure in the system can be calculated by measuring the height difference between the two sides of the tube and using the above equation.

The type of liquid used in the manometer depends on the range of pressure being measured and the type of system being tested. Mercury is commonly used in manometers for measuring high-pressure systems, while water or oil is used for lower-pressure applications.

Ask

Is there a condition where the manometer can be used or not Answer:

Manometers are useful for measuring pressure in a wide range of applications, but there are some conditions where they may not be suitable. Here are some examples:

Non-static fluids: Manometers work based on the assumption that the fluid being measured is at rest, i.e., not moving. If the fluid is moving, such as in a flowmeter or a pump, then a manometer may not give accurate readings.

Corrosive fluids: Some fluids can corrode or react with the materials used in the manometer, such as mercury or certain metals. In such cases, a manometer may not be appropriate.

High temperatures: Manometers are typically made of glass or plastic, which can melt or deform at high temperatures. In addition, the expansion of the liquid being measured can affect the accuracy of the reading.

High pressures: While manometers can be used to measure high pressures, the height of the liquid column in the U-tube may become impractically large, making it difficult to read the scale accurately. In such cases, other pressure measuring devices such as Bourdon gauges or strain gauges may be more suitable.

Limited accessibility: In some applications, such as measuring the pressure inside a closed pipe or container, it may be difficult or impossible to connect a manometer to the system. In such cases, other types of pressure measuring devices such as pressure transducers may be more appropriate.

In summary, manometers are a versatile and widely used tool for measuring pressure, but their suitability depends on the specific conditions of the application. It is important to choose the appropriate measuring device based on the requirements of the system being tested.

Ask : how about the accuracy of manometer? Answer The accuracy of a manometer depends on several factors, including the type of manometer, the quality of the components, and the skill of the operator. Here are some factors that can affect the accuracy of a manometer:

Reading resolution: The accuracy of a manometer depends on the smallest increment that can be read from the scale. The more divisions on the scale, the more accurate the reading.

Fluid density: The accuracy of the manometer is affected by the density of the fluid used. If the fluid density changes due to temperature or other factors, it can affect the accuracy of the reading.

Leveling and alignment: Manometers need to be leveled and aligned properly to ensure accurate readings. Any deviation from horizontal or vertical can introduce errors in the reading.

Hysteresis: Some manometers may exhibit hysteresis, which means that the readings may be different when the pressure is increasing or decreasing. This can be due to the properties of the fluid used, or the design of the manometer.

Temperature effects: Changes in temperature can cause the manometer fluid to expand or contract, which can affect the accuracy of the reading. The temperature of the fluid and the manometer itself should be measured and compensated for, if necessary.

Overall, manometers can be very accurate, with some models capable of measuring pressure to within a fraction of a percent. However, the accuracy depends on many factors, and it is important to use the appropriate type of manometer and follow proper operating procedures to ensure accurate readings.

Tugas 1 Manometer

Dalam pengembangan sistem FCC berbasis simulasi online, maka langkah awal yang kami lakukan menganalisis karakteristik fluida pada masing-masing komponen. Saya menganalisis karakterisitik aliran di dalam riser. Sistem riser terdiri dari inlet, 2 titik pengukuran, dan outlet. Pengukuran menggunakan manometer analog. Khusus hasil pengukuran P2 yang menggunakan manometer analog divalidasi dengan manometer U yang berisikan air. Hal ini dilakukan untuk mengetahui akurasi manometer analog. Eksperimen ini memerlukan pengetahuan dasar mekanika fluida diantaranya 1) mengetahui prinsip kerja manometer analog dan manometer tipe U 2) mengerti cara membaca hasil tekanan yang terukur 3) memahami satuan dari tekanan yang ada pada alat ukur manometer.

Jawablah pertanyaan ini berdasarkan informasi dari video 1. Jelaskan mekanisme kerja manometer analog 2. Jelaskan mekanisme kerja manometer tipe U (fluida air) 3. Tuliskan hasil pengukuran P1, P2, dan P2 (ketika menggunakan manometer tipe U) 4. Faktor apa yang mempengaruhi tinggi rendahnya tekanan 5. Tuliskan satuan yang ada pada manometer tersebut dan konversi ke dalam satuan SI 6. Buatlah skala tekanan pada manometer tersebut

1. Manometer analog terdiri dari 2 bagian ujung, ujung pertama akan diisi cairan dan ujung kedua akan dihubungkan dengan sistem yang tekanannya akan diukur. Ketika tekanan pada sistem naik maka cairan dalam tabung akan turun, begitu pula sebaliknya. Skala pengukuran akan terletak pada tabung kaca.

2. Manometer tipe U terdiri dari dua pipa terhubung yang di isi cairan. pipa pertama terhubung dengan sistem yang akan diukur. Sedangkan pipa kedua akan terhubung dengan tekanan referensi(pipa inlet). Saat tekanan dalam sistem naik, maka cairan di pipa inlet akan naik. Tekanan di dalam sistem dapat dihitung melalui perbedaan ketinggian cairan kedua pipa

3. Manometer Analog

P1 = 100 miliBar , P2 = 1,5 miliBar,

Manometer U

P1 = 1 cm, P2 = 1,2 cm

4. Volume, Sifat dan Jenis zat, ketinggian zat, Temperatur, Gravitasi, Luas permukaan

5. Manometer = Milibar, SI = Pascal Konversi : P1 = 10 kPa P2 =150 Pa

6. 1 milibar = 100 pascal

SoalChatGPT

Hitunglah tekanan hidrostatis yang dialami sebuah benda yang berada di kedalaman 800 meter?

Tekanan hidrostatis pada kedalaman 800 meter dapat dihitung menggunakan rumus:

P = ρgh

di mana P adalah tekanan hidrostatis dalam Pa (Pascal), ρ adalah massa jenis fluida dalam kg/m³ (kilogram per meter kubik), g adalah percepatan gravitasi dalam m/s² (meter per detik kuadrat), dan h adalah kedalaman dalam meter.

Dalam kasus ini, kita akan menghitung tekanan hidrostatis pada kedalaman 800 meter di air laut, di mana massa jenisnya sekitar 1025 kg/m³.

Jadi, substitusikan nilai yang diketahui ke dalam rumus:

P = ρgh = (1025 kg/m³) x (9,81 m/s²) x (800 m) = 8.046.600 Pa

Jadi, tekanan hidrostatis yang dialami oleh benda pada kedalaman 800 meter di air laut adalah sekitar 8.046.600 Pa atau sekitar 8.047 kPa.

Pertemuan 3 Maret 2023

Tekanan hidrostatis adalah tekanan yang timbul di dalam fluida karena adanya berat fluida di atasnya. Tekanan hidrostatis dapat dihitung menggunakan rumus P = ρgh, di mana P adalah tekanan hidrostatis, ρ adalah massa jenis fluida, g adalah percepatan gravitasi, dan h adalah kedalaman fluida dari permukaan.

Gaya hidrostatis adalah gaya yang timbul pada sebuah benda yang terendam di dalam fluida, karena adanya perbedaan tekanan hidrostatis di antara permukaan atas dan permukaan bawah benda tersebut. Gaya hidrostatis dapat dihitung menggunakan rumus F = ρVg, di mana F adalah gaya hidrostatis, ρ adalah massa jenis fluida, V adalah volume benda yang terendam dalam fluida, dan g adalah percepatan gravitasi.

Gaya apung adalah gaya yang timbul pada sebuah benda yang terendam di dalam fluida, karena adanya perbedaan antara berat benda tersebut dengan gaya yang dihasilkan oleh fluida yang menopang benda tersebut. Gaya apung dapat dihitung menggunakan rumus F = ρVg, di mana F adalah gaya apung, ρ adalah massa jenis fluida, V adalah volume benda yang terendam dalam fluida, dan g adalah percepatan gravitasi. Gaya apung ini juga terkait dengan hukum Archimedes yang menyatakan bahwa sebuah benda yang terendam dalam fluida akan mengalami gaya apung yang besarnya sama dengan berat fluida yang dipindahkan oleh benda tersebut.