Laporan Projek UAS
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)
NAMA : Muhammad Fachry Pratama
KELAS : X-TKL 5
MAPEL : INFORMATIKA
BAB 1
TUJUAN PEMBELAJARAN
Tujuan dari materi ini :
Mengetahui cara memakai aplikasi DrawPlan dan juga cara membuat gambar instalasi single line dan wiring di hp
BAB II
Apakah penting APLIKASI Draw Plan dalam Pembelajaran ketenagalistrikan?
Dijawab : penting
Apa tujuan dan fungsi APLIKASI Draw Plan dalam Pembelajaran Instalasi Listrik?
Dijawab : tujuan nya supaya kita tau cara membuat gambar instalasi
Fungsi: agar kita dapat membaca rangkaian instalasi listrik dalam bentuk gambar
.
Apa fungsi Draw Plan Singel Diagram Pada Instalasi Listrik?
Dijawab : untuk menjelaskan sistem kelistrikan pada rumah secara sederhana sehingga memudahkan mengetahui kondisi dan fungsi dari setiap bagian peralatan instalasi yang terpasang
Apa fungsi Draw Plan Wering Diagram Pada Instalasi Listrik?
Dijawab : untuk menjelaskan sistem kelistrikan secara jelas dengan menggambarkan letak dari kabel yang terpasang di rumah
JENIS JENIS APLIKASI DALAM PEMBIUATAN GAMBAR
Dijawab : DrawPlan
Contoh Gambar dan Keterangan :
BAB III
LANGKAH – LANGKAH KERJA DALAM MEMBUAT GAMBAR PADA APLIKASI DRAW PLAN.
Siapkan alat dan bahan yang akan digunakan
Alat :
1. Handphone
DST
Bahan :
1.Kuota / internet
DST
Langkah langkah kerja
1. Buka aplikasi Draw plan yg sudah di unduh
2. Lalu buat lah akun setelah buat akun
3. Tekan ikon + pada menu
4. Setelah menekan tanda + maka selanjutnya mulai lah menggambar dengan menekan tanda draw
5. Setelah itu kita bisa menambahkan ikon-ikon lain pada pojok bawah plan
6. Setelah gambar selesai klik save untuk menyimpan gambar yang telah kita buat.
1. SINGEL LINE DIAGRAM
2. WERING DIAGRAM
BAHAN KOMPONEN INSTLASI YANG TERPASANG PADA GAMBAR PLAN :
1. KWH METER
2. MCB 1 FASA
3. Saklar
4. Stok kontak
5. Kabel
BAB IV
KESIMPULAN
kegunaan aplikasi Draw plan adalah untuk membuat rangkaian single line dan wiring agar kita dapat mengetahui rangkaian instalasi listrik sebelum memasangnya pada rumah.
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