Statistics for A three-dimensional computational fluid dynamics model for flow through porous media.

Total visits

views
A three-dimensional computational fluid dynamics model for flow through porous media. 148

Total visits per month

views
July 2024 3
August 2024 5
September 2024 9
October 2024 1
November 2024 2
December 2024 0
January 2025 0

File Visits

views
KiserC2011.pdf 82

Top country views

views
United States 40
Germany 16
China 10
India 7
Australia 5
Iran 5
Brazil 4
United Kingdom 4
Argentina 3
Canada 3
Russia 3
Sweden 3
Singapore 3
France 2
Greece 2
Croatia 2
Hungary 2
Ireland 2
Italy 2
South Korea 2
Nigeria 2
Serbia 2
Vietnam 2
South Africa 2
United Arab Emirates 1
Austria 1
Belgium 1
Egypt 1
Hong Kong SAR China 1
Iraq 1
Kazakhstan 1
Mexico 1
Malaysia 1
Netherlands 1
Nepal 1
Peru 1
Philippines 1
Thailand 1
Taiwan 1

Top city views

views
Boardman 6
San Mateo 4
Seattle 4
Dresden 3
Edmond 3
Ashburn 2
Budapest 2
Castro Valley 2
College Station 2
Dallas 2
Dublin 2
Hanoi 2
Houston 2
Leipzig 2
Nanjing 2
Novi Sad 2
Rio de Janeiro 2
Shenzhen 2
Singapore 2
Stellenbosch 2
Toulouse 2
Zagreb 2
Zhengzhou 2
Al Ain City 1
Athens 1
Baghdad 1
Balagtas 1
Beijing 1
Bhubaneswar 1
Birmingham 1
Brisbane 1
Busan 1
Central 1
Chennai 1
Des Moines 1
Florianópolis 1
Freiburg 1
Greenville 1
Gwangyang 1
Indore 1
Kalyan 1
Kardinya 1
Karlsruhe 1
Kathmandu 1
Kensington 1
Kitchener 1
Kollam 1
League City 1
Leuven 1
Lima 1
Livermore 1
Liverpool 1
Los Angeles 1
Maastricht 1
Melbourne 1
Nur-Sultan 1
Portland 1
Richardson 1
Rome 1
Rosharon 1
San Jose 1
Shah Alam 1
St. John's 1
Taoyuan District 1
Tokyo 1
Tripoli 1
Vasind 1
Vienna 1
Volvera 1