內部和外部生物安全
生物安全不是指针对1或2个传染风险渠道,侥幸地希望自己采取了正确的措施,就万事大吉了。生物安全是控制一整个系列的关键点,并实实在在地解决问题。
外部生物安全是指保证将目前动物群还没有的疾病不能传入动物群。
真正客观评估一个猪场中某个传染渠对您的猪场风险有多大,你不仅需要考虑该种渠道(例如,饲料的运送、车辆如何进入养殖场、人员的流动等等)对您猪场的传染风险有多大,还要考虑该传染渠道在您猪场的传染频率有多高。换句话说,要看每年该风险在猪场重复多少次。实际的风险可以通过这个公式计算出来:P = 1-(1-p)n p (传染途径的风险) = 0.1%。一个传染途径能给猪场带来实际的危险或引起感染的几率是1千分之1!n(传染途径的频率)=50。实际上,小风险每个星期都在重复。
世德來是您最可靠的生 物安保和衛生方案合作夥伴。我們將為您提供最全面的生物安 保方案和衛生管理工具。
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)
预防是最好的健康方案
抗生素耐药性是全球亟待 解决的问题。事实上只要我 们使用抗生素,无论是超 量,适合剂量或低剂量,都 会诱导和促进微生物抗生 素耐药性的产生。 在人类和动物体内都共生 有大量的微生物。并不是所 有的微生物都对健康有害, 实际上多数微生物对人类和 动物的健康与生存有重大意 义。在对某一类微生物进行 抗生素处理时,我们不免会对其他共同存在的微生物造成影 响,在大量不同微生物中导致耐药性的产生。
For more information go to the AB reduction page.
Image
![](/sites/default/files/highlights/biosecurity_poultry.jpg)
Intro
小风险重复1000次就变成大风险了!
Solutions
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